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Label Tapes Market research report is a professional and in-depth study on the current state of the Label Tapes Industry.
The Report provides a basic overview of the Label Tapes Market including definitions, classifications, applications and chain structure. The Label Tapes Industry analysis is provided for the international market including development history, competitive landscape analysis, and major regions development status.
To begin with, the report elaborates the Label Tapes Market overview. Various definitions and classification of the industry, applications of the industry and chain structure are given. Present day status of the Label Tapes Market in key regions is stated and industry policies and news are analysed.
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Next part of the Label Tapes Market analysis report speaks about the manufacturing process. The process is analysed thoroughly with respect three points, viz. raw material and equipment suppliers, various manufacturing associated costs (material cost, labour cost, etc.) and the actual process.
Top key players of industry are covered in this Label Tapes Market Research Report:
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After the basic information, the report sheds light on the production. Production plants, their capacities, global production and revenue are studied. Also, the Label Tapes Market growth in various regions and R&D status are also covered.
Further in the report, the Label Tapes Market is examined for price, cost and gross. These three points are analysed for types, companies and regions. In continuation with this data sale price is for various types, applications and region is also included. The Label Tapes Industry consumption for major regions is given. Additionally, type wise and application wise consumption figures are also given.
Analysis also include consumption. Import and export data for Regions North America, Europe, China, Japan, Southeast Asia, India.
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With the help of supply and consumption data, gap between these two is also explained.
To provide information on competitive landscape, this report includes detailed profiles of Label Tapes Market key players. For each player, product details, capacity, price, cost, gross and revenue numbers are given. Their contact information is provided for better understanding.
Other Major Topics Covered in Label Tapes market research report are as follows:
Marketing Strategy Analysis, Distributors/Traders
Market Effect Factors Analysis
Global Label Tapes Market Forecast 2016-2021
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In this Label Tapes Market analysis, traders and distributors analysis is given along with contact details. For material and equipment suppliers also, contact details are given. New investment feasibility analysis is included in the report.
No. of Report pages: 117
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Running Trailer (1978)
"A story about having the courage to be what you are!" 31 December 1978 Drama 102 mins
An Olympic hopeful marathon runner hopes his success will be the answer to his marriage woes and other personal problems.
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|« 1997 (v49)
|1999 (v51) »
| Subgroups of the adjoint group of a radical ring
Amberg, B.; Dickenschied, O.; Sysak, Ya. P.
It is shown that the adjoint group $R^\circ$ of an arbitrary radical ring $R$ has a series with abelian factors and that its finite subgroups are nilpotent. Moreover, some criteria for subgroups of $R^\circ$ to be locally nilpotent are given.
| Asymptotic shape of finite packings
Böröczky, Károly Jr.; Schnell, Uwe
Let $K$ be a convex body in $\ed$ and denote by $\cn$ the set of centroids of $n$ non-overlapping translates of $K$. For $\varrho>0$, assume that the parallel body $\cocn+\varrho K$ of $\cocn$ has minimal volume. The notion of parametric density (see~\cite{Wil93}) provides a bridge between finite and infinite packings (see~\cite{BHW94} or~\cite{Hen}). It is known that there exists a maximal $\varrho_s(K)\geq 1/(32d^2)$ such that $\cocn$ is a segment for $\varrho<\varrho_s$ (see~\cite{BHW95}). We prove the existence of a minimal $\varrho_c(K)\leq d+1$ such that if $\varrho>\varrho_c$ and $n$ is large then the shape of $\cocn$ can not be too far from the shape of $K$. For $d=2$, we verify that $\varrho_s=\varrho_c$. For $d\geq 3$, we present the first example of a convex body with known $\varrho_s$ and $\varrho_c$; namely, we have $\varrho_s=\varrho_c=1$ for the parallelotope.
| Weighted norm inequalities for fractional integral operators with rough kernel
Ding, Yong; Lu, Shanzhen
Given function $\Omega$ on ${\Bbb R^n}$, we define the fractional maximal operator and the fractional integral operator by $$ M_{\Omega,\alpha}\,f(x)=\sup_{r>0}\frac 1{r^{n-\alpha}} \int_{|\,y|<r}| \Omega(\,y)|\,|\,f(x-y)|\,dy $$ and $$ T_{\Omega,\alpha}\,f(x)=\int_{\Bbb R^n}\frac {\Omega(\,y)}{|y|^{n-\alpha}} \,f(x-y)\,dy $$ respectively, where $0<\alpha<n$. In this paper we study the weighted norm inequalities of $ M_{\Omega, \alpha}$ and $T_{\Omega,\alpha}$ for appropriate $\alpha,s$ and $A(\,p,q)$ weights in the case that $\Omega\in L^s(S^{n-1})(s>1)$, homogeneous of degree zero.
| Green's functions for powers of the invariant Laplacian
Engliš, Miroslav; Peetre, Jaak
The aim of the present paper is the computation of Green's functions for the powers $\DDelta^m$ of the invariant Laplace operator on rank-one Hermitian symmetric spaces. Starting with the noncompact case, the unit ball in $\CC^d$, we obtain a complete result for $m=1,2$ in all dimensions. For $m\ge3$ the formulas grow quite complicated so we restrict ourselves to the case of the unit disc ($d=1$) where we develop a method, possibly applicable also in other situations, for reducing the number of integrations by half, and use it to give a description of the boundary behaviour of these Green functions and to obtain their (multi-valued) analytic continuation to the entire complex plane. Next we discuss the type of special functions that turn up (hyperlogarithms of Kummer). Finally we treat also the compact case of the complex projective space $\Bbb P^d$ (for $d=1$, the Riemann sphere) and, as an application of our results, use eigenfunction expansions to obtain some new identities involving sums of Legendre ($d=1$) or Jacobi ($d>1$) polynomials and the polylogarithm function. The case of Green's functions of powers of weighted (no longer invariant, but only covariant) Laplacians is also briefly discussed.
| Elementary proof of the fundamental lemma for a unitary group
Flicker, Yuval Z.
The fundamental lemma in the theory of automorphic forms is proven for the (quasi-split) unitary group $U(3)$ in three variables associated with a quadratic extension of $p$-adic fields, and its endoscopic group $U(2)$, by means of a new, elementary technique. This lemma is a prerequisite for an application of the trace formula to classify the automorphic and admissible representations of $U(3)$ in terms of those of $U(2)$ and base change to $\GL(3)$. It compares the (unstable) orbital integral of the characteristic function of the standard maximal compact subgroup $K$ of $U(3)$ at a regular element (whose centralizer $T$ is a torus), with an analogous (stable) orbital integral on the endoscopic group $U(2)$. The technique is based on computing the sum over the double coset space $T\bs G/K$ which describes the integral, by means of an intermediate double coset space $H\bs G/K$ for a subgroup $H$ of $G=U(3)$ containing $T$. Such an argument originates from Weissauer's work on the symplectic group. The lemma is proven for both ramified and unramified regular elements, for which endoscopy occurs (the stable conjugacy class is not a single orbit).
| $A_\phi$-invariant subspaces on the torus
Izuchi, Keiji; Matsugu, Yasuo
Generalizing the notion of invariant subspaces on the 2-dimensional torus $T^2$, we study the structure of $A_\phi$-invariant subspaces of $L^2(T^2)$. A complete description is given of $A_\phi$-invariant subspaces that satisfy conditions similar to those studied by Mandrekar, Nakazi, and Takahashi.
| On critical level sets of some two degrees of freedom integrable Hamiltonian systems
Médan, Christine
We prove that all Liouville's tori generic bifurcations of a large class of two degrees of freedom integrable Hamiltonian systems (the so called Jacobi-Moser-Mumford systems) are nondegenerate in the sense of Bott. Thus, for such systems, Fomenko's theory~\cite{fom} can be applied (we give the example of Gel'fand-Dikii's system). We also check the Bott property for two interesting systems: the Lagrange top and the geodesic flow on an ellipsoid.
| Inequalities for rational functions with prescribed poles
Min, G.
This paper considers the rational system ${\cal P}_n (a_1,a_2,\ldots,a_n):= \bigl\{ {P(x) \over \prod_{k=1}^n (x-a_k)}, P\in {\cal P}_n\bigr\}$ with nonreal elements in $\{a_k\}_{k=1}^{n}\subset\Bbb{C}\setminus [-1,1]$ paired by complex conjugation. It gives a sharp (to constant) Markov-type inequality for real rational functions in ${\cal P}_n (a_1,a_2,\ldots,a_n)$. The corresponding Markov-type inequality for high derivatives is established, as well as Nikolskii-type inequalities. Some sharp Markov- and Bernstein-type inequalities with curved majorants for rational functions in ${\cal P}_n(a_1,a_2,\ldots,a_n)$ are obtained, which generalize some results for the classical polynomials. A sharp Schur-type inequality is also proved and plays a key role in the proofs of our main results.
| Murnaghan-Nakayama rules for characters of Iwahori-Hecke algebras of the complex reflection groups $G(r,p,n)$
Halverson, Tom; Ram, Arun
Iwahori-Hecke algebras for the infinite series of complex reflection groups $G(r,p,n)$ were constructed recently in the work of Ariki and Koike~\cite{AK}, Brou\'e and Malle \cite{BM}, and Ariki~\cite{Ari}. In this paper we give Murnaghan-Nakayama type formulas for computing the irreducible characters of these algebras. Our method is a generalization of that in our earlier paper ~\cite{HR} in which we derived Murnaghan-Nakayama rules for the characters of the Iwahori-Hecke algebras of the classical Weyl groups. In both papers we have been motivated by C. Greene~\cite{Gre}, who gave a new derivation of the Murnaghan-Nakayama formula for irreducible symmetric group characters by summing diagonal matrix entries in Young's seminormal representations. We use the analogous representations of the Iwahori-Hecke algebra of $G(r,p,n)$ given by Ariki and Koike~\cite{AK} and Ariki ~\cite{Ari}.
| Intertwining operator and $h$-harmonics associated with reflection groups
Xu, Yuan
We study the intertwining operator and $h$-harmonics in Dunkl's theory on $h$-harmonics associated with reflection groups. Based on a biorthogonality between the ordinary harmonics and the action of the intertwining operator $V$ on the harmonics, the main result provides a method to compute the action of the intertwining operator $V$ on polynomials and to construct an orthonormal basis for the space of $h$-harmonics.
| Isomorphisms between generalized Cartan type $W$ Lie algebras in characteristic $0$
Zhao, Kaiming
In this paper, we determine when two simple generalized Cartan type $W$ Lie algebras $W_d (A, T, \varphi)$ are isomorphic, and discuss the relationship between the Jacobian conjecture and the generalized Cartan type $W$ Lie algebras.
| Derivations and invariant forms of Lie algebras graded by finite root systems
Benkart, Georgia
Lie algebras graded by finite reduced root systems have been classified up to isomorphism. In this paper we describe the derivation algebras of these Lie algebras and determine when they possess invariant bilinear forms. The results which we develop to do this are much more general and apply to Lie algebras that are completely reducible with respect to the adjoint action of a finite-dimensional subalgebra.
| Intégration du sous-différentiel proximal: un contre exemple
Benoist, Joël
Etant donn\'ee une partie $D$ d\'enombrable et dense de ${\R}$, nous construisons une infinit\'e de fonctions Lipschitziennes d\'efinies sur ${\R}$, s'annulant en z\'ero, dont le sous-diff\'erentiel proximal est \'egal \`a $]-1, 1[$ en tout point de $D$ et est vide en tout point du compl\'ementaire de $D$. Nous d\'eduisons que deux fonctions dont la diff\'erence n'est pas constante peuvent avoir les m\^emes sous-diff\'erentiels.
| The torsion free Pieri formula
Britten, D. J.; Lemire, F. W.
Central to the study of simple infinite dimensional $g\ell(n, \Bbb C)$-modules having finite dimensional weight spaces are the torsion free modules. All degree $1$ torsion free modules are known. Torsion free modules of arbitrary degree can be constructed by tensoring torsion free modules of degree $1$ with finite dimensional simple modules. In this paper, the central characters of such a tensor product module are shown to be given by a Pieri-like formula, complete reducibility is established when these central characters are distinct and an example is presented illustrating the existence of a nonsimple indecomposable submodule when these characters are not distinct.
| Noncommutative disc algebras for semigroups
Davidson, Kenneth R.; Popescu, Gelu
We study noncommutative disc algebras associated to the free product of discrete subsemigroups of $\bbR^+$. These algebras are associated to generalized Cuntz algebras, which are shown to be simple and purely infinite. The nonself-adjoint subalgebras determine the semigroup up to isomorphism. Moreover, we establish a dilation theorem for contractive representations of these semigroups which yields a variant of the von Neumann inequality. These methods are applied to establish a solution to the truncated moment problem in this context.
| Units in group rings of free products of prime cyclic groups
Dokuchaev, Michael A.; Singer, Maria Lucia Sobral
Let $G$ be a free product of cyclic groups of prime order. The structure of the unit group ${\cal U}(\Q G)$ of the rational group ring $\Q G$ is given in terms of free products and amalgamated free products of groups. As an application, all finite subgroups of ${\cal U}(\Q G)$, up to conjugacy, are described and the Zassenhaus Conjecture for finite subgroups in $\Z G$ is proved. A strong version of the Tits Alternative for ${\cal U}(\Q G)$ is obtained as a corollary of the structural result.
| Purely infinite, simple $C^\ast$-algebras arising from free product constructions
Dykema, Kenneth J.; Rørdam, Mikael
Examples of simple, separable, unital, purely infinite $C^\ast$-algebras are constructed, including: \item{(1)} some that are not approximately divisible; \item{(2)} those that arise as crossed products of any of a certain class of $C^\ast$-algebras by any of a certain class of non-unital endomorphisms; \item{(3)} those that arise as reduced free products of pairs of $C^\ast$-algebras with respect to any from a certain class of states.
| Shape fibrations, multivalued maps and shape groups
Giraldo, Antonio
The notion of shape fibration with the near lifting of near multivalued paths property is studied. The relation of these maps---which agree with shape fibrations having totally disconnected fibers---with Hurewicz fibrations with the unique path lifting property is completely settled. Some results concerning homotopy and shape groups are presented for shape fibrations with the near lifting of near multivalued paths property. It is shown that for this class of shape fibrations the existence of liftings of a fine multivalued map, is equivalent to an algebraic problem relative to the homotopy, shape or strong shape groups associated.
| Some norms on universal enveloping algebras
Gross, Leonard
The universal enveloping algebra, $U(\frak g)$, of a Lie algebra $\frak g$ supports some norms and seminorms that have arisen naturally in the context of heat kernel analysis on Lie groups. These norms and seminorms are investigated here from an algebraic viewpoint. It is shown that the norms corresponding to heat kernels on the associated Lie groups decompose as product norms under the natural isomorphism $U(\frak g_1 \oplus \frak g_2) \cong U(\frak g_1) \otimes U(\frak g_2)$. The seminorms corresponding to Green's functions are examined at a purely Lie algebra level for $\rmsl(2,\Bbb C)$. It is also shown that the algebraic dual space $U'$ is spanned by its finite rank elements if and only if $\frak g$ is nilpotent.
| Equivariant polynomial automorphism of $\Theta$-representations
Kurth, Alexandre
We show that every equivariant polynomial automorphism of a $\Theta$-repre\-sen\-ta\-tion and of the reduction of an irreducible $\Theta$-representation is a multiple of the identity.
| The hypercentre and the $n$-centre of the unit group of an integral group ring
Li, Yuanlin
In this paper, we first show that the central height of the unit group of the integral group ring of a periodic group is at most $2$. We then give a complete characterization of the $n$-centre of that unit group. The $n$-centre of the unit group is either the centre or the second centre (for $n \geq 2$).
| Asymptotic transformations of $q$-series
McIntosh, Richard J.
For the $q$-series $\sum_{n=0}^\infty a^nq^{bn^2+cn}/(q)_n$ we construct a companion $q$-series such that the asymptotic expansions of their logarithms as $q\to 1^{\scriptscriptstyle -}$ differ only in the dominant few terms. The asymptotic expansion of their quotient then has a simple closed form; this gives rise to a new $q$-hypergeometric identity. We give an asymptotic expansion of a general class of $q$-series containing some of Ramanujan's mock theta functions and Selberg's identities.
| The groups of the regular star-polytopes
McMullen, Peter
| $Q_p$ spaces on Riemann surfaces
Aulaskari, Rauno; He, Yuzan; Ristioja, Juha; Zhao, Ruhan
| Six primes and an almost prime in four linear equations
Balog, Antal
There are infinitely many triplets of primes $p,q,r$ such that the arithmetic means of any two of them, ${p+q\over2}$, ${p+r\over2}$, ${q+r\over2}$ are also primes. We give an asymptotic formula for the number of such triplets up to a limit. The more involved problem of asking that in addition to the above the arithmetic mean of all three of them, ${p+q+r\over3}$ is also prime seems to be out of reach. We show by combining the Hardy-Littlewood method with the sieve method that there are quite a few triplets for which six of the seven entries are primes and the last is almost prime.}
| On the Liouville property for divergence form operators
Barlow, Martin T.
In this paper we construct a bounded strictly positive function $\sigma$ such that the Liouville property fails for the divergence form operator $L=\nabla (\sigma^2 \nabla)$. Since in addition $\Delta \sigma/\sigma$ is bounded, this example also gives a negative answer to a problem of Berestycki, Caffarelli and Nirenberg concerning linear Schr\"odinger operators.
| Morse index of approximating periodic solutions for the billiard problem. Application to existence results
Bolle, Philippe
This paper deals with periodic solutions for the billiard problem in a bounded open set of $\hbox{\Bbbvii R}^N$ which are limits of regular solutions of Lagrangian systems with a potential well. We give a precise link between the Morse index of approximate solutions (regarded as critical points of Lagrangian functionals) and the properties of the bounce trajectory to which they converge.
| Nilpotent orbit varieties and the atomic decomposition of the $q$-Kostka polynomials
Brockman, William; Haiman, Mark
We study the coordinate rings~$k[\Cmubar\cap\hbox{\Frakvii t}]$ of scheme-theoretic intersections of nilpotent orbit closures with the diagonal matrices. Here $\mu'$ gives the Jordan block structure of the nilpotent matrix. de Concini and Procesi~\cite{deConcini&Procesi} proved a conjecture of Kraft~\cite{Kraft} that these rings are isomorphic to the cohomology rings of the varieties constructed by Springer~\cite{Springer76,Springer78}. The famous $q$-Kostka polynomial~$\Klmt(q)$ is the Hilbert series for the multiplicity of the irreducible symmetric group representation indexed by~$\lambda$ in the ring $k[\Cmubar\cap\hbox{\Frakvii t}]$. \LS~\cite{L&S:Plaxique,Lascoux} gave combinatorially a decomposition of~$\Klmt(q)$ as a sum of ``atomic'' polynomials with non-negative integer coefficients, and Lascoux proposed a corresponding decomposition in the cohomology model. Our work provides a geometric interpretation of the atomic decomposition. The Frobenius-splitting results of Mehta and van der Kallen~\cite{Mehta&vanderKallen} imply a direct-sum decomposition of the ideals of nilpotent orbit closures, arising from the inclusions of the corresponding sets. We carry out the restriction to the diagonal using a recent theorem of Broer~\cite{Broer}. This gives a direct-sum decomposition of the ideals yielding the $k[\Cmubar\cap \hbox{\Frakvii t}]$, and a new proof of the atomic decomposition of the $q$-Kostka polynomials.
| Upper bounds for the resonance counting function of Schrödinger operators in odd dimensions
Froese, Richard
The purpose of this note is to provide a simple proof of the sharp polynomial upper bound for the resonance counting function of a Schr\"odinger operator in odd dimensions. At the same time we generalize the result to the class of super-exponentially decreasing potentials.
| Mittag-Leffler theorems on Riemann surfaces and Riemannian manifolds
Gauthier, Paul M.
Cauchy and Poisson integrals over {\it unbounded\/} sets are employed to prove Mittag-Leffler type theorems with massive singularities as well as approximation theorems for holomorphic and harmonic functions.
| Primes in short segments of arithmetic progressions
Goldston, D. A.; Yildirim, C. Y.
Consider the variance for the number of primes that are both in the interval $[y,y+h]$ for $y \in [x,2x]$ and in an arithmetic progression of modulus $q$. We study the total variance obtained by adding these variances over all the reduced residue classes modulo $q$. Assuming a strong form of the twin prime conjecture and the Riemann Hypothesis one can obtain an asymptotic formula for the total variance in the range when $1 \leq h/q \leq x^{1/2-\epsilon}$, for any $\epsilon >0$. We show that one can still obtain some weaker asymptotic results assuming the Generalized Riemann Hypothesis (GRH) in place of the twin prime conjecture. In their simplest form, our results are that on GRH the same asymptotic formula obtained with the twin prime conjecture is true for ``almost all'' $q$ in the range $1 \leq h/q \leq h^{1/4-\epsilon}$, that on averaging over $q$ one obtains an asymptotic formula in the extended range $1 \leq h/q \leq h^{1/2-\epsilon}$, and that there are lower bounds with the correct order of magnitude for all $q$ in the range $1 \leq h/q \leq x^{1/3-\epsilon}$.
| The homology of singular polygon spaces
Kamiyama, Yasuhiko
Let $M_n$ be the variety of spatial polygons $P= (a_1, a_2, \dots, a_n)$ whose sides are vectors $a_i \in \text{\bf R}^3$ of length $\vert a_i \vert=1 \; (1 \leq i \leq n),$ up to motion in $\text{\bf R}^3.$ It is known that for odd $n$, $M_n$ is a smooth manifold, while for even $n$, $M_n$ has cone-like singular points. For odd $n$, the rational homology of $M_n$ was determined by Kirwan and Klyachko [6], [9]. The purpose of this paper is to determine the rational homology of $M_n$ for even $n$. For even $n$, let ${\tilde M}_n$ be the manifold obtained from $M_n$ by the resolution of the singularities. Then we also determine the integral homology of ${\tilde M}_n$.
| Multipliers of fractional Cauchy transforms and smoothness conditions
Luo, Donghan; MacGregor, Thomas
This paper studies conditions on an analytic function that imply it belongs to ${\cal M}_\alpha$, the set of multipliers of the family of functions given by $f(z) = \int_{|\zeta|=1} {1 \over (1-\overline\zeta z)^\alpha} \,d\mu (\zeta)$ $(|z|<1)$ where $\mu$ is a complex Borel measure on the unit circle and $\alpha >0$. There are two main theorems. The first asserts that if $0<\alpha<1$ and $\sup_{|\zeta|=1} \int^1_0 |f'(r\zeta)| (1-r)^{\alpha-1} \,dr<\infty$ then $f \in {\cal M}_\alpha$. The second asserts that if $0<\alpha \leq 1$, $f \in H^\infty$ and $\sup_t \int^\pi_0 {|f(e^{i(t+s)}) - 2f(e^{it}) + f(e^{i(t-s)})| \over s^{2-\alpha}} \, ds < \infty$ then $f \in {\cal M}_\alpha$. The conditions in these theorems are shown to relate to a number of smoothness conditions on the unit circle for a function analytic in the open unit disk and continuous in its closure.
| Hardy spaces of conjugate systems of temperatures
Guzmán-Partida, Martha; Pérez-Esteva, Salvador
We define Hardy spaces of conjugate systems of temperature functions on ${\bbd R}_{+}^{n+1}$. We show that their boundary distributions are the same as the boundary distributions of the usual Hardy spaces of conjugate systems of harmonic functions.
| The Eichler trace of $\bbd Z_p$ actions on Riemann surfaces
Sjerve, Denis; Yang, Qing Jie
We study $\hbox{\Bbbvii Z}_p$ actions on compact connected Riemann surfaces via their associated Eichler traces. We determine the set of possible Eichler traces and determine the relationship between 2 actions if they have the same trace.
| Fractals in the large
Strichartz, Robert S.
A {\it reverse iterated function system} (r.i.f.s.) is defined to be a set of expansive maps $\{T_1,\ldots,T_m\}$ on a discrete metric space $M$. An invariant set $F$ is defined to be a set satisfying $F = \bigcup^m_{j=1} T_jF$, and an invariant measure $\mu$ is defined to be a solution of $\mu = \sum^m_{j=1} p_j\mu\circ T_j^{-1}$ for positive weights $p_j$. The structure and basic properties of such invariant sets and measures is described, and some examples are given. A {\it blowup} $\cal F$ of a self-similar set $F$ in $\Bbb R^n$ is defined to be the union of an increasing sequence of sets, each similar to $F$. We give a general construction of blowups, and show that under certain hypotheses a blowup is the sum set of $F$ with an invariant set for a r.i.f.s. Some examples of blowups of familiar fractals are described. If $\mu$ is an invariant measure on $\Bbb Z^+$ for a linear r.i.f.s., we describe the behavior of its {\it analytic} transform, the power series $\sum^\infty_{n=0} \mu(n)z^n$ on the unit disc.
| Hankel operators on pseudoconvex domains of finite type in ${\Bbb C}^2$
Symesak, Frédéric
The aim of this paper is to study small Hankel operators $h$ on the Hardy space or on weighted Bergman spaces, where $\Omega$ is a finite type domain in ${\Bbbvii C}^2$ or a strictly pseudoconvex domain in ${\Bbbvii C}^n$. We give a sufficient condition on the symbol $f$ so that $h$ belongs to the Schatten class ${\cal S}_p$, $1\le p<+\infty$.
| Fredholm modules and spectral flow
Carey, Alan; Phillips, John
An {\it odd unbounded\/} (respectively, $p$-{\it summable}) {\it Fredholm module\/} for a unital Banach $\ast$-algebra, $A$, is a pair $(H,D)$ where $A$ is represented on the Hilbert space, $H$, and $D$ is an unbounded self-adjoint operator on $H$ satisfying: \item{(1)} $(1+D^2)^{-1}$ is compact (respectively, $\Trace\bigl((1+D^2)^{-(p/2)}\bigr) <\infty$), and \item{(2)} $\{a\in A\mid [D,a]$ is bounded$\}$ is a dense $\ast-$subalgebra of $A$.
| Indecomposable almost free modules---the local case
Göbel, Rüdiger; Shelah, Saharon
Let $R$ be a countable, principal ideal domain which is not a field and $A$ be a countable $R$-algebra which is free as an $R$-module. Then we will construct an $\aleph_1$-free $R$-module $G$ of rank $\aleph_1$ with endomorphism algebra End$_RG = A$. Clearly the result does not hold for fields. Recall that an $R$-module is $\aleph_1$-free if all its countable submodules are free, a condition closely related to Pontryagin's theorem. This result has many consequences, depending on the algebra $A$ in use. For instance, if we choose $A = R$, then clearly $G$ is an indecomposable `almost free' module. The existence of such modules was unknown for rings with only finitely many primes like $R = \hbox{\Bbbvii Z}_{(p)}$, the integers localized at some prime $p$. The result complements a classical realization theorem of Corner's showing that any such algebra is an endomorphism algebra of some torsion-free, reduced $R$-module $G$ of countable rank. Its proof is based on new combinatorial-algebraic techniques related with what we call {\it rigid tree-elements\/} coming from a module generated over a forest of trees.
| Eigenpolytopes of distance regular graphs
Godsil, C. D.
Let $X$ be a graph with vertex set $V$ and let $A$ be its adjacency matrix. If $E$ is the matrix representing orthogonal projection onto an eigenspace of $A$ with dimension $m$, then $E$ is positive semi-definite. Hence it is the Gram matrix of a set of $|V|$ vectors in $\re^m$. We call the convex hull of a such a set of vectors an eigenpolytope of $X$. The connection between the properties of this polytope and the graph is strongest when $X$ is distance regular and, in this case, it is most natural to consider the eigenpolytope associated to the second largest eigenvalue of $A$. The main result of this paper is the characterisation of those distance regular graphs $X$ for which the $1$-skeleton of this eigenpolytope is isomorphic to $X$.
| Estimates on renormalization group transformations
Brydges, D.; Dimock, J.; Hurd, T. R.
We consider a specific realization of the renormalization group (RG) transformation acting on functional measures for scalar quantum fields which are expressible as a polymer expansion times an ultra-violet cutoff Gaussian measure. The new and improved definitions and estimates we present are sufficiently general and powerful to allow iteration of the transformation, hence the analysis of complete renormalization group flows, and hence the construction of a variety of scalar quantum field theories.
| Upper bounds on $|L(1,\chi)|$ and applications
Louboutin, Stéphane
We give upper bounds on the modulus of the values at $s=1$ of Artin $L$-functions of abelian extensions unramified at all the infinite places. We also explain how we can compute better upper bounds and explain how useful such computed bounds are when dealing with class number problems for $\CM$-fields. For example, we will reduce the determination of all the non-abelian normal $\CM$-fields of degree $24$ with Galois group $\SL_2(F_3)$ (the special linear group over the finite field with three elements) which have class number one to the computation of the class numbers of $23$ such $\CM$-fields.
| Tableaux realization of generalized Verma modules
Mazorchuk, Volodymyr
We construct the tableaux realization of generalized Verma modules over the Lie algebra $\sl(3,{\bbd C})$. By the same procedure we construct and investigate the structure of a new family of generalized Verma modules over $\sl(n,{\bbd C})$.
| Conjugacy classes and nilpotent variety of a reductive monoid
Putcha, Mohan S.
We continue in this paper our study of conjugacy classes of a reductive monoid $M$. The main theorems establish a strong connection with the Bruhat-Renner decomposition of $M$. We use our results to decompose the variety $M_{\nil}$ of nilpotent elements of $M$ into irreducible components. We also identify a class of nilpotent elements that we call standard and prove that the number of conjugacy classes of standard nilpotent elements is always finite.
| Lusternik-Schnirelmann category and algebraic $R$-local homotopy theory
Scheerer, H.; Tanré, D.
In this paper, we define the notion of $R_{\ast}$-$\LS$ category associated to an increasing system of subrings of $\Q$ and we relate it to the usual $\LS$-category. We also relate it to the invariant introduced by F\'elix and Lemaire in tame homotopy theory, in which case we give a description in terms of Lie algebras and of cocommutative coalgebras, extending results of Lemaire-Sigrist and F\'elix-Halperin.
| Smooth formal embeddings and the residue complex
Yekutieli, Amnon
Let $\pi\colon X \ar S$ be a finite type morphism of noetherian schemes. A {\it smooth formal embedding\/} of $X$ (over $S$) is a bijective closed immersion $X \subset \mfrak{X}$, where $\mfrak{X}$ is a noetherian formal scheme, formally smooth over $S$. An example of such an embedding is the formal completion $\mfrak{X} = Y_{/ X}$ where $X \subset Y$ is an algebraic embedding. Smooth formal embeddings can be used to calculate algebraic De~Rham (co)homology. Our main application is an explicit construction of the Grothendieck residue complex when $S$ is a regular scheme. By definition the residue complex is the Cousin complex of $\pi^{!} \mcal{O}_{S}$, as in \cite{RD}. We start with I-C.~Huang's theory of pseudofunctors on modules with $0$-dimensional support, which provides a graded sheaf $\bigoplus_{q} \mcal{K}^{q}_{\,X / S}$. We then use smooth formal embeddings to obtain the coboundary operator $\delta \colon\mcal{K}^{q}_{X / S} \ar \mcal{K}^{q + 1}_{\,X / S}$. We exhibit a canonical isomorphism between the complex $(\mcal{K}^{\bdot}_{\,X / S}, \delta)$ and the residue complex of \cite{RD}. When $\pi$ is equidimensional of dimension $n$ and generically smooth we show that $\mrm{H}^{-n} \mcal{K}^{\bdot}_{\,X/S}$ is canonically isomorphic to to the sheaf of regular differentials of Kunz-Waldi \cite{KW}. Another issue we discuss is Grothendieck Duality on a noetherian formal scheme $\mfrak{X}$. Our results on duality are used in the construction of $\mcal{K}^{\bdot}_{\,X / S}$.
| Fourier multipliers for local hardy spaces on Chébli-Trimèche hypergroups
Bloom, Walter R.; Xu, Zengfu
In this paper we consider Fourier multipliers on local Hardy spaces $\qin$ $(0<p \leq 1)$ for Ch\'ebli-Trim\`eche hypergroups. The molecular characterization is investigated which allows us to prove a version of H\"ormander's multiplier theorem.
| Decomposition varieties in semisimple Lie algebras
Broer, Abraham
The notion of decompositon class in a semisimple Lie algebra is a common generalization of nilpotent orbits and the set of regular semisimple elements. We prove that the closure of a decomposition class has many properties in common with nilpotent varieties, \eg, its normalization has rational singularities.
| Trace class elements and cross-sections in Kac-Moody groups
Brüchert, Gerd
Let $G$ be an affine Kac-Moody group, $\pi_0,\dots,\pi_r,\pi_{\delta}$ its fundamental irreducible representations and $\chi_0, \dots, \chi_r, \chi_{\delta}$ their characters. We determine the set of all group elements $x$ such that all $\pi_i(x)$ act as trace class operators, \ie, such that $\chi_i(x)$ exists, then prove that the $\chi_i$ are class functions. Thus, $\chi:=(\chi_0, \dots, \chi_r, \chi_{\delta})$ factors to an adjoint quotient $\bar{\chi}$ for $G$. In a second part, following Steinberg, we define a cross-section $C$ for the potential regular classes in $G$. We prove that the restriction $\chi|_C$ behaves well algebraically. Moreover, we obtain an action of $\hbox{\Bbbvii C}^{\times}$ on $C$, which leads to a functional identity for $\chi|_C$ which shows that $\chi|_C$ is quasi-homogeneous.
| Galois module structure of ambiguous ideals in biquadratic extensions
Elder, G. Griffith
Let $N/K$ be a biquadratic extension of algebraic number fields, and $G=\Gal (N/K)$. Under a weak restriction on the ramification filtration associated with each prime of $K$ above $2$, we explicitly describe the $\bZ[G]$-module structure of each ambiguous ideal of $N$. We find under this restriction that in the representation of each ambiguous ideal as a $\bZ[G]$-module, the exponent (or multiplicity) of each indecomposable module is determined by the invariants of ramification, alone. For a given group, $G$, define ${\cal S}_G$ to be the set of indecomposable $\bZ[G]$-modules, ${\cal M}$, such that there is an extension, $N/K$, for which $G\cong\Gal (N/K)$, and ${\cal M}$ is a $\bZ[G]$-module summand of an ambiguous ideal of $N$. Can ${\cal S}_G$ ever be infinite? In this paper we answer this question of Chinburg in the affirmative.
| Localization theories for simplicial presheaves
Goerss, P. G.; Jardine, J. F.
Most extant localization theories for spaces, spectra and diagrams of such can be derived from a simple list of axioms which are verified in broad generality. Several new theories are introduced, including localizations for simplicial presheaves and presheaves of spectra at homology theories represented by presheaves of spectra, and a theory of localization along a geometric topos morphism. The $f$-localization concept has an analog for simplicial presheaves, and specializes to the $\hbox{\Bbbvii A}^1$-local theory of Morel-Voevodsky. This theory answers a question of Soul\'e concerning integral homology localizations for diagrams of spaces.
| Sur les transformées de Riesz sur les groupes de Lie moyennables et sur certains espaces homogènes
Lohoué, Noël; Mustapha, Sami
Let $\Delta$ be a left invariant sub-Laplacian on a Lie group $G$ and let $\nabla$ be the associated gradient. In this paper we investigate the boundness of the Riesz transform $\nabla\Delta^{-1/2}$ on Lie groups $G$ which are amenable and with exponential volume growth and on certain homogenous spaces.
| Tempered representations and the theta correspondence
Roberts, Brooks
Let $V$ be an even dimensional nondegenerate symmetric bilinear space over a nonarchimedean local field $F$ of characteristic zero, and let $n$ be a nonnegative integer. Suppose that $\sigma \in \Irr \bigl(\OO (V)\bigr)$ and $\pi \in \Irr \bigl(\Sp (n,F)\bigr)$ correspond under the theta correspondence. Assuming that $\sigma$ is tempered, we investigate the problem of determining the Langlands quotient data for $\pi$.
| Ward's solitons II: exact solutions
Anand, Christopher Kumar
In a previous paper, we gave a correspondence between certain exact solutions to a \((2+1)\)-dimensional integrable Chiral Model and holomorphic bundles on a compact surface. In this paper, we use algebraic geometry to derive a closed-form expression for those solutions and show by way of examples how the algebraic data which parametrise the solution space dictates the behaviour of the solutions.
| Compound invariants and mixed $F$-, $\DF$-power spaces
Chalov, P. A.; Terzioğlu, T.; Zahariuta, V. P.
The problems on isomorphic classification and quasiequivalence of bases are studied for the class of mixed $F$-, $\DF$-power series spaces, {\it i.e.} the spaces of the following kind $$ G(\la,a)=\lim_{p \to \infty} \proj \biggl(\lim_{q \to \infty}\ind \Bigl(\ell_1\bigl(a_i (p,q)\bigr)\Bigr)\biggr), $$ where $a_i (p,q)=\exp\bigl((p-\la_i q)a_i\bigr)$, $p,q \in \N$, and $\la =( \la_i)_{i \in \N}$, $a=(a_i)_{i \in \N}$ are some sequences of positive numbers. These spaces, up to isomorphisms, are basis subspaces of tensor products of power series spaces of $F$- and $\DF$-types, respectively. The $m$-rectangle characteristic $\mu_m^{\lambda,a}(\delta,\varepsilon; \tau,t)$, $m \in \N$ of the space $G(\la,a)$ is defined as the number of members of the sequence $(\la_i, a_i)_{i \in \N}$ which are contained in the union of $m$ rectangles $P_k = (\delta_k, \varepsilon_k] \times (\tau_k, t_k]$, $k = 1,2, \ldots, m$. It is shown that each $m$-rectangle characteristic is an invariant on the considered class under some proper definition of an equivalency relation. The main tool are new compound invariants, which combine some version of the classical approximative dimensions (Kolmogorov, Pe{\l}czynski) with appropriate geometrical and interpolational operations under neighborhoods of the origin (taken from a given basis).
| Gradient estimates for harmonic Functions on manifolds with Lipschitz metrics
Chen, Jingyi; Hsu, Elton P.
We introduce a distributional Ricci curvature on complete smooth manifolds with Lipschitz continuous metrics. Under an assumption on the volume growth of geodesics balls, we obtain a gradient estimate for weakly harmonic functions if the distributional Ricci curvature is bounded below.
| Isomorphism problem for metacirculant graphs of order a product of distinct primes
Dobson, Edward
In this paper, we solve the isomorphism problem for metacirculant graphs of order $pq$ that are not circulant. To solve this problem, we first extend Babai's characterization of the CI-property to non-Cayley vertex-transitive hypergraphs. Additionally, we find a simple characterization of metacirculant Cayley graphs of order $pq$, and exactly determine the full isomorphism classes of circulant graphs of order $pq$.
| Totally real rigid elements and Galois theory
Engler, Antonio José
Abelian closed subgroups of the Galois group of the pythagorean closure of a formally real field are described by means of the inertia group of suitable valuation rings.
| A lower bound for $K_X L$ of quasi-polarized surfaces $(X,L)$ with non-negative Kodaira dimension
Fukuma, Yoshiaki
Let $X$ be a smooth projective surface over the complex number field and let $L$ be a nef-big divisor on $X$. Here we consider the following conjecture; If the Kodaira dimension $\kappa(X)\geq 0$, then $K_{X}L\geq 2q(X)-4$, where $q(X)$ is the irregularity of $X$. In this paper, we prove that this conjecture is true if (1) the case in which $\kappa(X)=0$ or $1$, (2) the case in which $\kappa(X)=2$ and $h^{0}(L)\geq 2$, or (3) the case in which $\kappa(X)=2$, $X$ is minimal, $h^{0}(L)=1$, and $L$ satisfies some conditions.
| The behaviour of Legendre and ultraspherical polynomials in $L_p$-spaces
Kalton, N. J.; Tzafriri, L.
We consider the analogue of the $\Lambda(p)-$problem for subsets of the Legendre polynomials or more general ultraspherical polynomials. We obtain the ``best possible'' result that if $2<p<4$ then a random subset of $N$ Legendre polynomials of size $N^{4/p-1}$ spans an Hilbertian subspace. We also answer a question of K\"onig concerning the structure of the space of polynomials of degree $n$ in various weighted $L_p$-spaces.
| Integral representation of $p$-class groups in ${\Bbb Z}_p$-extensions and the Jacobian variety
López-Bautista, Pedro Ricardo; Villa-Salvador, Gabriel Daniel
For an arbitrary finite Galois $p$-extension $L/K$ of $\zp$-cyclotomic number fields of $\CM$-type with Galois group $G = \Gal(L/K)$ such that the Iwasawa invariants $\mu_K^-$, $ \mu_L^-$ are zero, we obtain unconditionally and explicitly the Galois module structure of $\clases$, the minus part of the $p$-subgroup of the class group of $L$. For an arbitrary finite Galois $p$-extension $L/K$ of algebraic function fields of one variable over an algebraically closed field $k$ of characteristic $p$ as its exact field of constants with Galois group $G = \Gal(L/K)$ we obtain unconditionally and explicitly the Galois module structure of the $p$-torsion part of the Jacobian variety $J_L(p)$ associated to $L/k$.
| Mean convergence of Lagrange interpolation for exponential weights on $[-1,1]$
Lubinsky, D. S.
We obtain necessary and sufficient conditions for mean convergence of Lagrange interpolation at zeros of orthogonal polynomials for weights on $[-1,1]$, such as \[ w(x)=\exp \bigl(-(1-x^{2})^{-\alpha }\bigr),\quad \alpha >0 \] or \[ w(x)=\exp \bigl(-\exp _{k}(1-x^{2})^{-\alpha }\bigr),\quad k\geq 1, \ \alpha >0, \] where $\exp_{k}=\exp \Bigl(\exp \bigl(\cdots\exp (\ )\cdots\bigr)\Bigr)$ denotes the $k$-th iterated exponential.
| Imprimitively generated Lie-algebraic Hamiltonians and separation of variables
Milson, Robert
Turbiner's conjecture posits that a Lie-algebraic Hamiltonian operator whose domain is a subset of the Euclidean plane admits a separation of variables. A proof of this conjecture is given in those cases where the generating Lie-algebra acts imprimitively. The general form of the conjecture is false. A counter-example is given based on the trigonometric Olshanetsky-Perelomov potential corresponding to the $A_2$ root system.
| L'invariant de Hasse-Witt de la forme de Killing
Morales, Jorge
Nous montrons que l'invariant de Hasse-Witt de la forme de Killing d'une alg{\`e}bre de Lie semi-simple $L$ s'exprime {\`a} l'aide de l'invariant de Tits de la repr{\'e}sentation irr{\'e}ductible de $L$ de poids dominant $\rho=\frac{1}{2}$ (somme des racines positives), et des invariants associ{\'e}s au groupe des sym{\'e}tries du diagramme de Dynkin de $L$.
| Author Index - Index des auteurs
1998, for 1998 - pour


text:
Menopause Increases Headaches in 30% of Patients
As many as 30% of women who suffer migraines or chronic headaches can expect an increase in their frequency as they enter menopause, while post-menopausal women are more likely to experience fewer, less severe migraines than they did in the past. The use of estrogen treatments to reduce the symptoms of menopause can cause hormonal imbalances that trigger migraines. To remain on hormone treatments a low continuous dose can help reduce the appearance of migraines. An estrogen patch is one method of regulating the dose. Medications such as paroxetine, venlafaxine and fluoxetine can limit the fluctuation of hormonal levels and reduce hot flashes. In some patients venlafaxine has been shown to prevent migraines.
Call us today if you are suffering from a menopause migraine or any headache disorder. Our doctors and staff will accurately diagnose your condition and develop a treatment plan personalized just for you.


text: I don't mean FAT32 or some such nonsense. I mean literally fat. Huge. Bloated beyond reason. And the wisdom of the internet hasn't granted me much insight thus far as to exactly why. Here's an example: As an AI or PDF file this image is a meagre 930k to 1mb, tops. Yet as an EPS it swells right up to 20.5MB! I can slim it down to 13.6MB by setting the preview to None, but why should it be so big anyway? As a side question, anyone know of any advantage/disadvantage of working with an illustrator-editable PDF instead of an AI file? Any light shed would be appreciated.


text:
I really miss the fragrant flavours and warmth from Asia.
Its really quite coldness back in the UK!
Living in France was great but it's really difficult to find the abundance of ingredients you can find in London within close proximity.
Just walking down a street to my parents home in Surrey there is an indian supermarket with all sorts of spices, vegetables and oils imported from India and other parts of the world.
This is a really cheap meal you can make for friends or family at the weekend or to add to lunches for the week ahead in salads. A little more exciting than the average roast.
Juicy chicken packed with lemongrass, galangal and chilli.
When travelling in Bali, I was shown the best way to cook chicken which is shared with your below. This ensures the chicken is crispy all over and the flavour and juices stay inside, it also keeps all the flavour in.
- 5 garlic cloves
- 2 lemongrass stalks
- 2 inch piece of galangal
- 2 green birdseye chilli
- 2 shallots
- 2 limes
- 1 medium chicken
- virgin coconut oil
- salt and pepper
Create the Thai paste by finely chopping the garlic, galangal, chilli and shallots. Use the handle of a knife to beat the lemongrass and enhance flavour before chopping.
Add to pestal and mortar and gently pound for 4 minutes to make the paste. Ensuring to scoop excess mixture into the centre if it moves to the sides.
Preheat the oven to 180 degrees.
Pat the chicken dry and use your hands to rub coconut oil allover. Then season with salt and pepper.
Make an incision into the skin where the chicken breasts are use your hands to gently lift the skin away from the breast without making the incision too big. Scoop 1/2 the paste under skin and use your hands to move the paste deeper into the pocket. Squeeze the juice of one lime over the chicken and use your hands to rub the rest of the mix over the entire chicken.
To seal the filling under the breast pockets, use two kebab skewers and use to secure by placing one skewer through the skin of the left leg and then perching through the right breast. Repeat with the right leg and left breast and you will create a cross with the skewers to secure.
Place some water into an oven dish and a cooking rack over the top to ensure the chicken stays moist.Place the chicken breast side down onto the rack, split the cooking time in two and half way through turn the chicken so the breast face upwards. This locks in the juices and keeps the meat moist.
Once removed from the oven, sprinkle with some fresh coriander and the remaining lime juice.


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UNHCR is not responsible for the content and availability of non-UNHCR websites. Content displays in a new window.
China: 1. Please provide some background information on this Huang Jiao group. 2. Please provide information on the Chinese government's treatment of this group, especially in Mongolia
13 October 2006 | Publisher: Australia: Refugee Review Tribunal | Document type: Query Responses


text:
BOBCAT ---PIERRE LOTI---1/50 scale kit by Heller
Sold for:
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- Sold Date:
- Source: eBay
All domestic shipping is by USPS priority Mail unless an alternative is arranged. The buyer is expected to pay actual shipping costs as determined by the USPS Price Calculator. This package will be eligible for USPS International First Class Mail should there be any overseas buyers. This model appears that it ma hae been an issue for a young modelers club It is colorful with a slick paper colored instruction sheet and a picture. of two young people on the box. The kit may have originally included glue and paint but they are no longer in the box. The instructions are in French and the box shows only a little scuffing and abrading.. .. The dimensions of the package are 17.5 x 9.75 x 4.75 and the weight is about 1 lb 6 oz.. Any attention that you pay to this ad is greatly appreciated and should you choose to place a bid, Thank You and we wish you the best of luck. .


text:
GraphicRiver Hotel Newsletter 4976648
Print Template \ Newsletters
Newsletter \ Fontsquirrel \ Pacifico \ Sansation \ Appartment \ Resort \ Dafont
Print Template - Hotel Newsletter 4976648 by supergaban @ GraphicRiver
Print Template \ Newsletters
A simple, clean, and professionally looking Hotel newsletter template. Use it for print, or as a PDF newsletter.
Colors and paragraph style can be changed easily thanks to the use of paragraph and character styles. Auto page number too
3 Master Page with 3,4 and 5 grids style
What you get in download file.?
- 2 main file in .indd for CS 5.5 and .idml for CS 4 format
- 1 .pdf file as Preview
- font info
- Asset in PSD Vector file
Using only free fonts. Detailed font information in the Font info file or from link describe Bellow
Aller ( http://www.fontsquirrel.com/fonts/Aller )
Amaranth http://www.fontsquirrel.com/fonts/amaranth
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Sansation ( http://www.dafont.com/sansation.font )
Layered: Yes; Graphics Files Included: InDesign INDD; Minimum Adobe CS Version: CS4.
Jazz Corner Flyer; DJ Battle Flyer; Rock Music Live Flyer; Nite Club Flyer; Live Concert Flyer; Sport Flyer A5; Family Album.
Keywords: appartment, appartment newsletter, hotel, hotel newsletter, resort, resort newsletter, villa, villa newsletter.
Create GraphicRiver Hotel Newsletter 4976648 style with After Effect, Cinema 4D, 3DS Max, Apple Motion or PhotoShop. GraphicRiver Hotel Newsletter 4976648 from creative professional designers. Full details of GraphicRiver Hotel Newsletter 4976648 for digital design and education. GraphicRiver Hotel Newsletter 4976648 desigen style information or anything related.


text:
GraphicRiver Halloween Seamless Pattern with Candy and Hat 8717010
Stock Vector \ Conceptual \ Seasons \ Holidays \ Halloween
Poster \ October \ WitchEditable \ Format \ Render \ Invitation \ Illustration
Stock Vector - Halloween Seamless Pattern with Candy and Hat 8717010 by Killgara @ GraphicRiver
Stock Vector \ Conceptual \ Seasons \ Holidays \ Halloween
Editable EPS and Render in JPG format
Layered: No; Graphics Files Included: JPG Image, Vector EPS; Minimum Adobe CS Version: CS.
Vector Illustration Back To School; Shopping Basket; Shopping Basket With Fresh Food And Drink.; Transportation Icon Set In Flat Style.; Elements Of The Interior Cabinet; Elements Of The Interior Library Or Cabinet; Elements Of The Interior Kitchen.
Keywords: art, background, beautiful, candy, card, cartoon, celebration, character, cute, evil, fall, flyer, galaxy, halloween, happy, hat, holiday, horror, illustration, invitation, magic, night, october, party, poster, scare, scary, space, star, witch.


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The all new crossover that is not an SUV 2016 Audi A4 allroad has been announced to reach dealerships in Great Britain starting June, with eager future owners able to place their orders starting the end of April.
One of the most important novelties on the Audi A4 allroad is the one of a kind quattro system designed with "ultra" fuel saving technology – still using a Torsen differential it can make do without the rear diff and the two prop shafts at the back by decoupling them under light work conditions. This is going to drop the average fuel consumption by around five percent. Additionally the, A4 also brings a new kind of stop-start system which is also able to decouple the engine from the transmission if the speed falls below 4 mph. The first engine to get this new ultra quattro system is the 2.0 TFSI which delivers 252 PS and is pretty much the most used Audi engine in America.
It appears the TDI diesel engines and the powertrains using a manual gearbox will also make the transition to the new quattro system. In the UK, the engines available include the 2.0 TDI in its two power versions: 150 or 190 PS. The latter can be linked to a seven-speed S tronic dual-clutch automatic gearbox. The A4 allroad can also be equipped with the large 3.0 TDI V6 delivering 218 PS, the same one as seen on the Q7 TDI ultra. The flagship version will be the 272 PS version which is also the only one to use an 8-speed automatic transmission.


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3 Answers
limits to visiting US as a visitor
Asked by: CanuckTraveler 2972 views Uncategorized
I am a Canadian citizen who has been visiting the states as a tourist for the past five months. Would it be possible for me to go back to Canada for a weekend, and return to the states for another five months as a visitor? Will US immigration choose to deny me entry if they see me spending too much time (even if it is not consecutively) as a tourist in the US?


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Credit Advice
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Short answer is after you have acquired more cards making more credit available to you. The more credit yoiu have available, the -higher your score.
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Paying off cards helps reduce the amount of interest you pay. Having a lower utilization (<30% is usually the metric thrown out) is what you should strive for that will improve your credit. Make sure you are using the accounts (even if just a little) to keep them reporting to the credit bureaus as well.
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Wes is slightly out of date on his weaknesses: DC ditched Green Lantern's weakness to the color yellow a couple of years ago, at least with the Kyle Rayner version.
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Derek: Astro City Comics Shop
Astro City is a fairly popular and well-reviewed "reality" superhero comic written by Kurt Busiek and published by Image Comics.
Wes: That's weak. Aquaman could have done better than that.
Aquaman, DC Comics' King of the Seven Seas, gets very little respect, primarily due to the fact he was in the Super Friends series but really didn't do much and was overshadowed by the others. He also couldn't stay out of water for more than an hour, his power to control sea life never seemed to inspire much awe, and while he was strong he wasn't anywhere in Wonder Woman's or Superman's league. While he has been hyped up somewhat at the hands of writers like Peter David and Grant Morrison, DC decided to kill him off (at least temporarily) in their "Our World at War" storyarc in summer of '01.


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Valentine's Day is an annual commemoration held on February 14 celebrating love and affection between intimate companions. The day is named after one or more early Christian martyrs named Valentine and was established by Pope Gelasius I in 500 AD. It was deleted from the Roman calendar of saints in 1969 by Pope Paul VI, but its religious observance is still permitted. It is traditionally a day on which lovers express their love for each other by presenting flowers, offering confectionery, and sending greeting cards (known as "valentines"). The day first became associated with romantic love in the circle of Geoffrey Chaucer in the High Middle Ages, when the tradition of courtly love flourished.
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Hong Kong is one of the world's freest economies. World-class talents, first-rate infrastructure, robust legal system, low and simple tax regime - these are just a few of the many advantages that this unique city offers. For Mainland companies going global, and overseas enterprises entering the Mainland market, Hong Kong is your perfect gateway.
Hong Kong's appeals:
Hong Kong welcomes investors and enterprises from all over the world to come here to do business. Get an overview of Hong Kong's tax system, employment, Mandatory Provident Fund scheme, market information and statistics as well as entry arrangement for investment in Hong Kong, etc at
http://www.gov.hk/en/nonresidents/investinghk/ to assist your business planning.
It is fast, easy and affordable to set up a business in Hong Kong. Here is the general procedure:
The Wuhan Investment Promotion Unit (IPU) is an extension arm of the Invest Hong Kong and forms part of the Hong Kong Economic and Trade Office in Wuhan. The Unit's main missions are to promote the business advantages of Hong Kong to the five provinces of Hubei, Hunan, Henan, Shanxi and Jiangxi, encourage Mainland companies in those regions to open or expand their overseas businesses in or through Hong Kong and assist investors to set up offices in Hong Kong. For Mainland companies interested in setting up in Hong Kong, the IPU offers a series of free advice and support services, including:
Should you have specific questions about investing in Hong Kong, please contact:
Wuhan Investment Promotion Unit
Tel: (8627) 6560 7300
Fax: (8627) 6560 7301
Address: Unit 4303, Tower I, New World International Trade Tower, 568 Jianshe Avenue, Jianghan District, Wuhan, 430022
Established in July 2000, Invest Hong Kong is a department under the Government of the Hong Kong Special Administrative Region and is responsible for promoting direct foreign investment in Hong Kong and supporting overseas and Mainland companies to set up or expand their businesses in Hong Kong. Invest Hong Kong provides free and customised services and practical support to help companies utilise the business advantages of Hong Kong and succeed in the vibrant economy. As of December 2016, Invest Hong Kong has assisted over 4,200 companies creating more than 45,000 new jobs in the first year of operation or expansion and around HK$118 billion of investment. For more information, please visit http://www.investhk.gov.hk.
The objective of the Capital Investment Entrant Scheme is to facilitate the entry for residence by capital investment entrants (the entrant), i.e. persons who bring capital to Hong Kong but would not be engaged in the running of any business here. The entrant is allowed to make his choice of investments amongst permissible assets without the need to establish or join in a business.
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For detailed information, please refer to the following link of the Immigration Department of Hong Kong:
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A useful Matcha tea set is very necessary for Matcha tea ceremony. Teavivre specially prepare three basic utensils, including Matcha whisk, Matcha Bowl and Matcha Scoop. They all play an important role in Matcha tea ceremony.
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Here below are the Top 10 IT Companies in Pune
1. Tata Consultancy Services
Tata Consultancy Services is the leading IT company which endeavors to build a strong relationship with clients and thereby, transforming business. The company has won the accolade of being the Brand Finance as one of the Big 4 Global IT Service Brand. It provides an array of services including custom application development, application management, system integration, and performance engineering.
Website : www.careers.tcs.com
2. Wipro Limited
Wipro Limited is the well-known information technology company spanning its services in various business sectors like finance, retail, transportation, manufacturing, healthcare, telecom, and media. Using the latest technology, industry experience, expertise, the company offers the best services and products. The company also emphasize of optimal utilization of natural resources and capital.
Website : careers.wipro.com
3. Infosys Limited
Infosys Limited is the renowned information technology service provider. The company works to identify the problems of the clients affecting their business growth and thus, defining a competitive approach to resolving them. Using the innovative methods and latest technology, the company endeavors to solve all their customer queries.
Website : www.infosys.com/careers
4. Cognizant Technology Solutions Corp.
Cognizant technology Solutions Corp is the leading information technology company along with deep industry expertise and efficient business processes. It is a member of NASDAQ-100, the S&P 500, the Forbes Global 2000, and the Fortune 500. The company uses the latest and industry methods to provide its customers with the best services that will expand their business in the market.
Website : www.cognizant.com/careers
5. Veritas
Veritas is the well-known information technology company providing the most reliable services and solutions to its clients and customers. The organization believes that information is important than the infrastructure and thereby, helping the clients across the globe. Using the advanced technology and industry expertise, the company provides services to help its clients expand their business.
Website : www.symantec.com/about/careers
6. Tech Mahindra Limited
Tech Mahindra Limited is the leading information technology company offering customer-centric solutions and services. The company employs various platforms and valuable assets in order to deliver its clients with the tangible business solutions. It covers various industrial sectors increasing the economic growth of the brands in the concerned market.
Website : careers.techmahindra.com
7. Capgemini
Capgemini is the well-known information technology company offering the best services and solutions to its clients. The company provides various methods to transform the competitive positioning and performance of their clients. Using the advanced technology and deep industry expertise, the company provides a large number of integrated services to meet the demands of its customers.
Website : www.in.capgemini.com/careers
8. Xansa
Xansa is the renowned information technology company offering the best services and solutions to its clients and customers. The company extends its services domains like technology consulting, IT services, IT outsourcing, and business process outsourcing. It spans many industries like banking, insurance, retail, telecom, transport, logistics, and utilities.
Website : www.steria.com/careers
9. Larsen & Toubro Infotech
Larsen & Toubro Infotech is the noted information technology company with an approach to solve the difficult business problems. The company uses the innovative technology and industry expertise providing a better customer experience and building different business models. Emphasizing on the quality, the company delivers the best services and solutions.
Website : www.lntinfotech.com/careers
10. Suma Soft Pvt Ltd
Sumo Soft Pvt Ltd is the leading information technology company which aims to deliver the customer satisfaction. The company provides its clients with a wide array of effective services and solutions which are industry specific. With the latest technology and professional expertise, the company provides services like IT risk management solutions, security consulting, and digital network forensic services.
Website : www.sumasoft.com/send-profiles-to.htm