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It is our joy to teach dance creatively and playfully so our students come to know the sheer joy, laughter and fun of dancing together. (Besides, dancing makes you smarter.) Dance for Joy! gives dance lessons in Waltz, Swing, and Blues. We are committed to bringing the delight of partner dance to Seattle through group dance classes, private dance lessons, dance workshops and dance events. So come play with us!
Apr–May Class and Workshop Registration
Sunday and Thursday evenings
Swedish Cultural Center, 1920 Dexter Avenue North, Seattle, WA
Register through NWDance
Apr 13–May 11 Beginning Waltz, West Coast Swing 1.5, Intermediate Nightclub Two-step
New moves every session!
Times and class descriptions: Go to our Classes page
Registration: NW Dance/workshops.
Coming up:
Dancing Till Dusk!
13 Summer nights of dancing to live bands in downtown Seattle public parks in July and August. Schedule is up!
Claire Carey and Max Libbrecht practicing West Coast Swing to the song "Make You Feel My Love" by Adele. (Because of copyright restrictions, you may need to watch this on YouTube.)
Like Us?
Go to Dance for Joy!'s Facebook page and you can like us even more!
Did you know we post class and workshop video reviews?
Go to and subscribe to our video channel at Lilli Ann Carey on YouTube to keep up-to-date on our dance instruction videos!
Get out and dance!
4th Saturday DFJ! Lesson and Dance!
4th Saturday dances are currently on hiatus. We're looking for a new location, do you have a great idea? If so, please contact firstname.lastname@example.com. Thanks!
For more information on classes and events, contact Lilli Ann at email@example.com.


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Translation of "trivial" - English-Turkish dictionary
(Translation of "trivial" from the Cambridge Learner's Dictionary English-Turkish © Cambridge University Press)
Get a quick, free translation!
- triumph noun
- triumph verb
- triumphant adjective
- trivia noun
- trivial adjective
- trivialize verb
- trod
- trodden
- trolley noun
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Word of the Day
lend a helping hand
to help someone


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Bryce WilliamsSan Francisco, California, US
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Commercial. TV/Radio. Promo. Youtube ads, Trailers. ADR. Animation. Audio books. Documentary Narration. Corporate/industrial narration. Explainer videos. Technical and Medical narration. E-learning. Political. Auto motive. Mobile apps. Foreign language. Accents and dialects or jingles. internet, radio, TV, film or corporate.
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English (North American), English (British), English (Caribbean), English (Australian), English
Arabic, Australian, Bangladesh, India (Bengali), Bosnian, British, Caribbean, Caribbean (Cuban), Caribbean (Haitian Creole), Caribbean (Jamaican Patois), Caribbean (Trinidadian Creole), Central African (Congolese), Creole, Patios, England - London (Cockney, Estuary, East End), French (Parisienne), Irish, Latino, Spanish, US African American, US General American (GenAm), US New England (Boston, Providence), US New York (New Jersey, Bronx, Brooklyn), West African, West African (Nigerian)
Middle Aged, Teen, Young Adult
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Audiobooks, Business, Cartoons, Documentaries, Educational, Internet, Movie Trailers, Radio, Telephone, Television, Videogames
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Macbook Pro with Audacity
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Audio Book Narration:
Alexander Grey - "SELF DISCIPLINE : Gain Discipline and Willpower to Achieve All your Goals and Build an Incredible Life (Develop Discipline - Willpower -Mastery - Self-Belief - Motivation- Self Esteem)"
"The New Adventures of Whirlwind" By Teel James Glenn, Nancy A. Hansen, Allan Gilbreath
"Harlequin" : The chilling new DS Jason Smith thriller (DS Jason Smith detective thriller Book 5) By Stewart Giles
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New iPhone!
Mamas, have any of you caved for the new iPhone 6 yet? We might.. Only because when we turn our 5s in we can upgrade for free.. Woo! And my poor 5 has seen better days and is getting slow! Plus I love taking pictures and love each new iPhones improved picture quality!
I haven't, and my big concern is that people are complaining that they bend easily. I have a Samsung Galaxy that I don't love so I will eventually get something else. No clue yet what though.
Yes.. I've heard about the bending too.. Although I don't keep mine in a pocket and I really want a new one.. haha Can you tell I might not care about the bending? haha
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I'm thinking that using a phone case should help with that, like an Otter Box or something.
I'm thinking that using a phone case should help with that, like an Otter Box or something.
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What is JotForm?
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Since a single stock image library must be necessarily limited in the depth of it's content, I have tried to compile a (hopefully) useful list of other sources which make visual material available to the general public.
If you search for photos and art which can be legally used for free, you may come to recognize that most websites either only provide very few images, i.e. the "free download of the day" (and in addition require registration), or distribute material with doubtful permission. Some of the major agencies offer a small selection of free photos, usually donated by a contributor (which are then used many thousand times by other designers). You may know these distributors already, so I did not include them here.
Do read the terms and conditions on each site before you start using the provided material. Many art galleries for example can not give a guarantee for each single picture, sometimes they are just believed to be in the public domain, and while the original artwork might be out of copyright several decades after the death of its creator, the digital version may have rights attached to it (i.e. a high quality scan which was cleaned and color corrected or otherwise altered / improved). Also, since copyright expiration time frames vary from country to country, you may have to acquaint yourself with the local regulations.
That out of the way, here's the list of galleries. Many are a pleasure to visit just for the sake of viewing the art, and usually that's the main purpose of these collections:
The National Gallery of Art. I'm linking here to a page which explains their open access policies, and perfectly illustrates the points made above.
https://images.nga.gov/en/set/show_content_page.html?category=16&set=11 gives you access to many works by Van Gogh, Monet, Gauguin or Renoir, and you can navigate further from there. Download size of "lecture images" is 1200 pixels wide.
Getty Open Content Program: http://www.getty.edu/about/opencontent.html
Here The Getty makes all images available to which they hold the rights or which are in the public domain. There's no charge and no permission required. You have access to about 100,000 images from the Getty research Institute and the Getty museum, which includes photographs, drawings, paintings, sketches and architectural works from five centuries. Available images are marked with "This image is available for download, without charge" underneath and served in different sizes, from 1024 pixels wide to >4000 pixels, which allows for printing. Take note of the attribution requirements and the Fair Use policy.
The Yale University Art Gallery makes several thousand images available for free download. Note that not every work of art is free of restrictions. Presentation size downloads are about 1900 pixels wide. Full size downloads, when available, are protected with a Captcha and come in TIF format. High resolution file dimension is 3000 pixels wide, created with Phase One P45+ devices.
The Metropolitan Museum in a new initiative, announced in spring 2016, provides access to more than 400,000 digital files. Before images were provided upon request only, and for a fee, now it allows downloads for NON-COMMERCAL USE.
The British Museum makes an increasing number of their collection available for NON-COMMERCIAL USE. Higher resolution files (2500 pixels wide) or commercial use require registration.
The British Library recently put about 1 Mio. images into the public domain, accessible via https://www.flickr.com/photos/britishlibrary/ under Flickr Commons for anyone to use. These are mostly scanned book pages from three centuries.
Many museums and art galleries are now on the move to open their collections. http://open-collections.okfn.org/ not only references free image archives, but also cultural heritage, rare books, natural history, textiles, theatre and music.
A number of other galleries and museums, notably. the Rijksmuseum of The Netherlands, have enabled downloads and the acquisition of prints via a registration model.
For contemporary art, visit the author's print gallery.


text:
Hilbert Transform Relations
- Austin Malone
- 2 years ago
- Views:
1 BULGARIAN ACADEMY OF SCIENCES CYBERNEICS AND INFORMAION ECHNOLOGIES Volume 5, No Sofia 5 Hilber rasform Relaios Each coiuous problem (differeial equaio) has may discree approximaios (differece equaios) Gilber Srag (SIAM Review, Vol 4, 999, No, 35-47) Bozha Zhechev Isiue of Compuer ad Commuicaio Sysems, 3 Sofia Absrac : I his paper he Hilber rasform differe cases for coiuous, periodic ad discree sigals are aalyzed he mai aeio is paid o he properies of he discree cyclic rasform he eigevecors ad eigevalues of his rasform, projecors oo he regio of he values, pseudoiverse edomorphism, ad coecios wih aoher varias are foud he properies of he magiude respose of he differe Hilber s filers are demosraed Keywords: digial sigal processig, iverse filerig, badpass sigals, siglesidebad modulaio, image processig, discree Fourier rasform (DF), fas rasforms, ivaria spaces, pseudoiverse I Iroducio he Hilber rasform (or more correcly edomorphism) is applied i may areas: geeraig of sigle-sidebad sigals, iverse filerig, image processig, speech processig, radiolocaio, compressig ad ec [,, 3] A purpose of his paper is o represe compleely whe sigals are defied o he se of he real umbers R, ieger umbers Z, oe-dimesioal orus R Z ad complee residue sysem modulo, Z Z [8] his approach gives possibiliies o obai he basic properies ha are difficul o be aalyzed separaely II Coiuous case (sigals o R) Le sigals domai be he real lie R he fucio / is o summable i he viciiy of he poi =, bu i s well ow [4] ha if has limied regio of suppor ad is a leas oe ime differeiable a he begiig of he co-ordiaes, his iegral exiss: 3
2 ( () (vp ( ) vp d Here vp symbols deoe Cauchy pricipal value of he iegral ha follows his iegral defies liear coiuous form of, herefore vp / is а disribuio (or geeralized fucio) [4] hese disribuios repeaedly are applied i quaum mechaics: () vp, j v vp j v hey are he Fourier rasforms of he ui sep Y( [4] ad is mirror owards he ordiae axis Y( = Y( (he operaor reverses direcio of he ime, ad δ is Dirac dela fucio) If F is he Fourier operaor ( =, frequecy), i is well-ow ha F j sg( v), (3), sg( ),,, Y( Y( Y( ( sg( ) A direc prove of he firs equaio could be doe applyig Lobachevsi iegral [5], or periodizaig /: (4) 4 I ( a) F si( a d sg( a) j v e d j si( d sg( a), si(v ) d I (v) j sg( v) j Hilber rasform ca be defied as a covoluio of he sigal x( ad vp / ( ) (5) ( ( )) vp ( ) x x x d he Paley-Wieer codiio [6] is ecessary ad sufficie for exisig of Hilber rasform, ad he reverse rasform is give by III Coiuous case (sigals o = R/Z) Le x( is such a fucio, ha x( = x(+т), where is a real umber he so-called period he umber is always period; a umber opposed o he period is period oo
3 ad he sum of wo periods is agai a period hus he periods are some subgroup of he addiive group of he real umbers R (see he defiiios a he ed of he paper) I is he so-called group of he periods If x( is coiuous fucio is group of periods is closed subgroup of R Bu here exis oly hree closed subgroups of R: he subgroup, reduced o A fucio wihou periods differe of is aperiodic A whole group R; a fucio ha has as a period every real umber is a cosa 3 he se of muliples, >, ieger from Z If he group of periods belogs o oe of he laes wo cases, x( is periodic; he umber of he hird oe is so called mai period of x( Le is a circle wih a ceer O ad legh i he plae Ox Every fucio x( o ca be coeced wih a fucio x ~ o R, if x ~ ( = x(m), where M is a poi of wih a curviliear abscissa s = he begiig of he referece is he poi A of o he axis O ad direcio is couer-clocwise he fucio x ~ is periodic wih period Ad vice versa, if x ~ is periodic fucio o R wih period, i ca be received wih previous procedure from oe ad oly fucio x he mappig x x ~ is a isomorphism bewee he fucios o ad R Oe of he reasos for iroducig of he periodic fucios is ha he fucios o he rigoomeric circle ca be cosidered as fucios of he agle θ wih a period of [4] Le φ is a fucio o R, ha could be made periodical i his way: ~ (6) ( ) ( l) l If his fucioal series coverges (for isace if j is wih limied suppor, ~ will be periodic fucio wih period Whe j ( = / ad his equilaeral hyperbola i (6) is coiled o he ui circle, i will be uiformly coverge series: (7) ~ ( l l 4 l l l he ex ideiy ca be proved by iducio [7, p 37]: (8) cg( l cg l cg g l l l l cg cg For he firs erm of he secod row of (8) coverges o /, ad he l-h erm o l Hece he fucio series i (7) is expasio of (cg(/))/ Aoher proof of his expasio (Euler s expasio) ca be foud i [5] We have from here for he Hilber rasform of a periodical fucio x( wih period p: 5
4 (9) ( x( ) x( d x( ) d (( ) ) ( ) x( d ( ) x( )cg d his resul ca be foud i [, p78; 3, p 68] From (4) ad (5) ad he basic propery of he Fourier operaor o rasform covoluio io algebraic muliplicaio [4], ad from F(cos( ) ( ( v ) ( v )), F(si( ) ( ( v ) ( v )) j (here d() is a Dirac dela fucio [4]), follows: (a) (cos() = si( his resul ca be obaied from (6) oo, because cos( is а periodic fucio wih mai period p I ca be foud oo, ha (b) (si() = cos( hese well-ow ad ofe-applied formulae (a) ad (b), are he mos impora relaios of he Hilber edomorphism (i his case acs as a iegral operaor) hey refer o every pair {cos(p, si(p}, From hem follow may ieresig resuls Hilber rasform coecs real ad imagiary par of he frequecy respose of a causal sysem, gai ad phase of such a sysem, he evelope ad phase of badpass sigals ad ec [, 6] IV Discree sigals (sigals o Z Z) IV Geeral properies of he discree (cyclic) edomorphism of Hilber Le s iroduce hese wo operaors (liear represeaios of he geeraors of a dihedral group D ) [8]: = [,l ], = [,l ],, l =,,, (mod ) (), 4 4 hese are respecively he righ-shif operaor ad sig operaor σ for he sigals o Z Z he las se ca be preseed as verexes of he iscribed i circle (wih legh = ) regular -polygo, received afer coilig o i of R, ad herefore of Z oo I ha way oe ca cosruc he class of he discree periodic 6
5 fucios For he coiuous case whe R (or i discree case, whe Z) hese are he auomorphisms: ρ: x( x( ), σ: x( x ( I () l, is he Kroecer s symbol Les he dimesio of he sigals ( vecors ) space is a eve umber, ad he discree dela (vecor) of Dirac has he form: δ [,,,, ] I ha case he sig vecor aalog of sg(v) from (4), has he form / () s ( ρ ) ρ δ For = 8 his vecor loos lie his: / Т s [,,,,,,, ] 8 If is odd he middle zero will disappears As i he coiuous case, whe σ sg( ν) sg( ν) sg( ν), his vecor is odd, ie σ s s he discree Fourier operaor has he form l j l (3) F e ρ δ δ ρ,l his operaor is uiary, ie Hermiia-cojugaed coicide wih is iverse oe [9]: F F * = herefore from () ad of hese depedeces (hey are demosraed i [8]; modulaio operaor? is defied afer (5), ad f is he -h colum of he discree Fourier operaor from (3)), F ρ? F; F δ ;? f, oe ca obai: * κ F ( j s ) cg ( ( )) ρ δ /, (4) κ ( ρ) cg ( ( ) ) ρ / he firs row of (4) is he impulse respose, ad he secod oe is he cyclic discree edomorphism (sysem fucio) of Hilber (a ideal cyclic Hilber rasformer or 9 degree phase shifer), ha is aisymmeric ad (ai-) commue wih σ, ie κ κ σ κ σ σ κ κ σ σ κ κ σ he magiude respose of his filer for = 6 is give o Figs ad he 8 verical lies of he grid are draw rough he pois wih abscises { /6}, for which he value is exacly db, ad he magiude respose is pure imagiary For he oher frequecies deviaios are big ad a real compoe appears he same behavior is, as i is show i [3], of he aalyzig filers of he Fas Fourier rasform (FF) Whe desigig of Hilber rasformers, he objecive is a equiripple 7
6 approximaio of he sig-fucio [, 3] Applyig of he (cyclic) FF wih such bad filers demosraes, ha his approach is o always obligaory I is of ieres he edomorphism (), ie double applyig of a Hilber filer Direc evaluaig from (4) seems isuperable he covoluio of he impulse resposes of wo serial filers ad he formula for he -h co-ordiae of a covoluio, derived i [8] gives us κ κ κ, κ ( κ ρ σ κ) ( F κ F ρ σ κ) (here ( а b ) is a ier produc of wo vecors [9, ]), / / (5) κ ( ρ) ρ?? / I previous equaio? diag(, w, w,,w ); w e, is he meioed before modulaio operaor [8] ad is he vecor of all s From i follows several impora coclusios: I) he operaor () is orhogoal projecor, as i is symmeric ad ( ())( ()) = () II) From (5) follows ha 3 () = (); he wo vecors, / are mapped from io he zero vecor (i frequecy area i s obvious) III) he geeralize iverse edomorphism of is ; he pseudoiverse of could be received if oe ca ae io cosideraio I и II ad ha he pseudoiverse of a orhogoal projecor P + co-iside wih he same projecor P []: 3 (6) κ ( ) ( ) ( ) ( )( ) IV) Le ( κ) { z:z κ( x)} is he rage of he edomorphism ha is a liear sub-space [9, ] I s well ow ha + is a orhogoal projecor io his subspace, herefore his projecor co-iside wih () Cosequely we have for he dimesios of his subspace: (7) dim ( ) dim ( ) r( ) From (5) follows, ha he race of he projecor is Тr( κ ) he erel [9] Ker() is o oly he zero vecor ad his gives a reaso o be see as a edomorphism bu o as a rasform, ha will require i o be a auomorphisms IV Eigevecors ad eigevalues of he Hilber edomorphism is preseed i he caoical bases { ρ δ } from he circula marix (4), ha s why is eigevecors co-iside wih he Fourier rasforms colums [8]: (8) κ F F Λ; F κ Λ F; κ κ; F F j 8
7 Here is a diagoal marix of he eigevalues Bu he Fourier rasform of he impulse respose of (from (4)) has by defiiio he form: (9) F κ F κ( ρ) δ Λ F δ Λ j s herefore he diagoal marix of he eigevalues has he form () Λ diag ( j s ) diag(, j, j,, j,, j, j,, j) he edomorphism is a aisymmeric edomorphism, ad hece i has pure imagiary eigevalues ad if l is a eigevalue, ha eigevalue is l Whe is eve, he zero ad he / rows of have ad whe is odd he middle drops ou Le F = C js, ad hese vecors are colums of C, S(C = C; S = S) respecively: { c,s;,,, }; { c c; s s,,, / } he from (8) ad () i follows: κ c s,, () κ s c, I ca be see here, ha roaes o 9 he pairs of orhogoal bases vecors { c, s } of he wo-dimesioal subspaces of dihedral group D [8] (9-degree phase shifer) excep he zero ad (/)-h oe-dimesioal subspaces, ha have basis respecively { c,c / } ad are mapped io zero he edomorphism roaes o 9 every vecor wih real co-ordiaes x : ( x κ x) ( κ x x) ( κ x x) ( x κ x) From here x κ x ad if x do have compoes from he erel Ker(), his will be pure roaio Oherwise besides roaio of 9, he vecor will be shored because of is erel compoes If i is from he erel, i will be mapped io he zero Equaios () specify how does his roaio ad shoreig become I s received from (9) ad () he orm [9, p33] of as he maximal (real) eigevalue of he symmeric marix : κ κ x λ κ κ F ( κ ) F F ( Λ max κ (κ κ), herefore shore he sigals, ad i he bes case i saves heir eergy (orm) he resuls of his par have may ieresig applicaios he complex filer (+ j) forms he so-called aalyic sigal [,, 3, 6] I has, as follows from (9) ad (), oly oe-sided Fourier rasform: F( j κ) x ( j Λ) F x Y X; F x X ; Y /,,,,, /,,,, 9 x ),
8 Here Y is he discree ui sep; is zero ad / compoes are? (he symbol deoes compoewise muliplicaio of wo vecors or Schur s muliplicaio) Тhe filer + j exracs, i coiuous case, he upper sidebad, bu i he discree oe his is o eirely he same, maily because of he form of Y I ca be desiged a his oe filer: β ρ ( κ ) j κ; β ; β * β he auomorphisms β is a ivoluio (is square is ideiy) ad i is a Hermiia morphism ie coicide wih is Hermiia-cojugaed I ha case for he wo orhogoal projecors (+β)/ ad ( β)/ i will be rue ha: β F diag (, ) F, β F diag (, ) F he firs projecor cus off he upper / co-ordiaes of he specrum of a sigal, ad he secod oe he lower / co-ordiaes I ca be show ha hese wo filers paricipae i cosrucig of he full recursive form of FF [8, 3] he real filer +, i coras o, is a auomorphisms, ie here exiss iverse oe, which permis recosrucio of he ipu sigal he iverse filer is ( ) ( ) Every oe of he orhogoal sigals x ad x ca be exraced wih his filer from he mixure of hem he mos impora propery of he Fourier rasform is, as i is well ow, ha i rasforms covoluio io muliplicaio ad vice-versa muliplicaio io covoluio [4] For he sigals o Z Z his propery loos lie: F ( x y) F x F y, F ( x y) F x F y Le c F c, s are he -h colums of C ad S from () I s easy o be show ha ( ρ ρ ) δ; F s ( ρ j ρ ) δ; ( ρ Applyig of hese relaios ad formig of he real sigal z c x κ ( c ) κ ( x) c x s κ ( x), gives (Y is he discree ui sep): F z ( ρ (( σ Y ) X ) ρ ( Y X )) δ) x ρ hese formulae represe discree varia of he well-ow scheme of Harley for modulaio wih a sigle sidebad x
9 V Discree sigals (sigals o Z) he Hilber edomorphism could be obaied for sigals o Z from he former case he las row of (4) ca be represe i he form (we assume ha is divisible of 4; his does decrease geeraliy): κ( ρ) / 4 cg ( ( )) ρ / 4 / cg ( ( ) ) ρ If we chage i he secod sum he variable ( ), i ca be obaied he form (oe ca see he ocausaliy ad ai-symmery of he Hilber s filer): ( ) () κ ( ρ) cg ( ( ))( ρ ρ ) Whe goes o ifiiy / 4 (3) lim ( cg ( ( ))) ( ) We obai he edomorphism of Hilber for sigals o Z: ( ) (4) κ ( ρ) ( ρ ρ ) ( ) Here ρ ges he meaig of a righ shif operaor (delayig) defied afer (5), where is a umber from Z his resul could be obaied direcly if we cosider he expasio of he impulse respose of he Hilber filer (defied as a fucio o he group of he ieger umbers Z) by he group of characers of Z, isomorphic of he group of he oe-dimesioal orus a corollary of he so-called Poryagi dualiy) [, ] If he frequecy respose has by defiiio o he ierval [?,? ] (icludig fully he ui circle, w = p) he form (5) j sg( ν) j, ν /,, ν,, / ν, he for he -h coefficie of he impulse respose will be obaied / si ( ) j ν j ν (6) κ j e dν j e dν,, /, his is he -h coefficie of he expasio i (4) his very resul is give i [, p79] he problems begi from here for desigig of appropriae filer wih fiie impulse respose O he Fig 3 is give magiude respose of he filer from (4) wih he firs four erms of he series he covergece of his series o he sgfucio is o uiform bu mea square Comparig of Figs ad 3 shows ha by
10 equal umber of erms he cyclic filer has smaller ripples More over, i goes very / accuraely rough he ui (or db) io he pois of samplig { / } VI Coclusio his paper deals wih a ew approach o he differe relaios of he Hilber rasform rough iroducig of he differe regios of defiiio were revealed some sides of he relaio coiuous-discree sigals Discree cyclic Hilber rasform was aalyzed he eigevecors ad eigevalues of his rasform, pseudoiverse rasform, projecors io he regio of he values, was foud I s show ha roaes o 9 he ivaria spaces of he dihedral group he magiude respose of he cyclic Hilber rasformer, show o he Fig ad Fig possess ieresig properies I is wih big ripples bu i he samplig pois i s very accurae he obaied properies of his rasform permis o be aalyzed coecios of he (cyclic!) Fas Fourier rasform wih he Hilber rasform, ha will be a objec of aoher wor Ampl db Discree Hilber rasform Rad Freq w Fig Magiude respose; Eq () has 4 erms ( = 6) Ampl db Rad Freq w Fig Magiude respose ear ; Eq () ( = 6)
11 Ampl db Discree Hilber rasform - dom Z Rad Freq w Fig 3 Magiude respose; firs 4 erms of Eq (4) Some defiiios he group G is a se G wih biary operaio G G G, oed as ( a, b) ab ad such, ha: I is associaive Ideiy eleme ug exiss, ie ua = a = au for every a G 3 For every eleme a G a iverse eleme a' G exiss, ad aa' = u = a'a If G ad H are groups, he morphism :G H of hese groups is a fucio from G o H, which is morphism of heir biary operaios, ie (ab)=(a)(b) for all a,bg R e f e r e c e s O p p e h e i m, A, R S c h a f e r, J B u c Discree-ime Sigal Processig Preice Hall, -d ed, 999 P a p o u l i s, A Sysems ad rasforms wih Applicaios i Opic McGraw-Hill, P r o a i s, J, D M a o l a i s Digial Sigal Processig Preice-Hall, I, S c h w a r z, L Meodes Mahemaiques Pour les Scieces Physiques Paris, Herma, 96 5 Ф и х т е н г о л ь ц, Г М Курс дифферециального и интегрального вычисления Москва, Наука,968 6 M a s o, S J, H J Z i m m e r m a Elecroic Circuis, Sigals ad Sysems Joh Wiley & Sos Ic, 96 7 G r a h a m, R, D K u h, O P a a s h i Cocree Mahemaics a Foudaio for Compuer Sciece Addiso-Wesley, Z h e c h e v, B Ivaria spaces ad fas rasforms I: IEEE ras o Circuis ad Sys II: Aalog ad Digial Sigal Proc, February 999, p 6 9 S r a g, G Liear Algebra ad is Applicaios Academic Press, 976 A l b e r, A Regressio ad he Moor-Perose Pseudoiverse Academic Press, 97 S e r r e, J-P Represeaios Lieaires des Groupes Fiis Herma, Paris, 967 M o r r i s, SA Poryagi Dualiy ad he Srucure of Locally Compac Abelia Groups Lodo, New Yor, Cambridge Uiversiy Press, Z h e c h e v, B Fas rasforms aalysis I: I Coferece Auomaics ad Iformaics, Sofia, Bulgaria, 3 May, I-69, I-7 3
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60 comments found.
Can it work with social media network? uploading pictures and videos ?
Hi, you can contact us via email (email@example.com) and sent us your URL, and we will sent you demo apk with your URL. You can test that in live. Best regards.
Hi is this including InAppBrowser?
Hello, this is native Android app only. Kind regards.
I want to bay but have a question: Your application have all permits activate? access to camera, gallery, etc.?
Hello, we don't have all permits, but we are planing to add as much as possible in next update. Kind regards.
Hi, can you give to us more details? What is exactly that you ask? Kind regards.
The page linked there is a radio player in html5. I want to know if the player is in the app functional. I want to buy the code but would like to know if the app supports html5 for audio
Hi, please write to us the email on email@example.com, and then we will sent to you the demo with your URL. Kind regards.
Hello, I have bought and i have one question. How many more left menu item can be added? I added left menu upto 25 but the app only showing upto 22. Remaining 3 menu which i set are not showing in left menu. Could you please help.
Hi, you can have as much as you want. There is no limit. Please take a look again, in MainActivity.java where you initialize the LeftMenu, how we do that, and add your pages like we does. Also, please take a look on LeftMenuAdapter.java. Kind regards.
Hi, just a simple pre-purchase question. I have intermediate programming skills in html 5, php & mysql. We have a working web based responsive app (html5). We need to make a android app, and it's my first time. I created an apk that just redirects to a url. It's working fine. What's this webview app source code for? What are the differences between your product and just making a apk that opens a url? Sorry, as stated it's my first time I'm asked to make a android app. Thanks in advance for your clarifications, I'm a serious buyer.
Hi, firstly, this is a native app. We provide here possibility to have more then one website and to put all these sites like shortcuts in left menu, so basically, you will get collection of your websites. So, if you have a big company, with more then one products, and websites for every product, this app can help you to easily present your company and your product in one place. Kind regards.
Is this a stand alone script, generator that builds app from a url? Or is it installed on each domain and converts current website into app?
Hi, we use webview here and everything is setup already, so your job is only to put your url in strings.xml and that is it. Please read our documentation (http://csform.com/documentation-for-webview-android-template-app/). Kind regards.
Hello, I have some questions. I have website with wordpress. So I want an app with this kind of features as well. If you can help then please let me know.
1- Can we show Custom Fields?
2- Can we exclude categories?
3- Can we create pages by TAGS?
4- Can it will display attachment page? – Because I have create attachment page manually.
5- Can we create sub-menus?
6- Is there any offline reading with favourites?
7- How attachment image will be display?
8- Can we add Icon on top header?
9- How we can make better search field?
I am waiting for your reply. Thanks
Hi, we are sorry, but currently we don't make any kind of customization, because we don't have free time for that, so you need to add these features by yourself. All of these are possible to add. Kind regards.
I use Batch for push notifications in my iOS app, can I integrate Batch into this template to send push notifications?
Hi, you need to check Batch's documentation about that and see how it can be implemented in Android apps. Kind regards.
Hi how to disable good gle adword on my app
Hi, could you please be more specific? Kind regards.
Hi need to call webview from contact page . how to do that. in fact in contact page, I would like to add some website link and I would like the link to be open as other link under left menu Thanks
Hi, that will be some kind of customization. Please contact us via email firstname.lastname@example.com, and give to us all specifics that you need, and we will set you the price for that. Kind regards.
Hi, you can replaced ic_launcher with your icon. Kind regards.
ProgressBar is not working with your demo and project can you check
Hi, we just check that and its working just fine. If you have issue with that, please record the screen and send to us video and your log on email firstname.lastname@example.com. Kind regards.
1) Can I create mutiple apps with 1 single webview license purchase?
2) Can I edit required files with just text editors? I don't want to use Eclipse or Android Studio, so if required files to change are just text files types I plan to edit them and complie apk file with cordova. There is possible?
1) No, you can. One license is for one app. You can only put multiple URLs inside the one app, and have access to multiple websites from one app.
2) Sorry, but that shouldn't be possible, because this is a hybrid app, not mobile web.
Kind regards.
i need more documentation for how to make this work, because i always get error when open the project files on android studio or eclipse… noob here…
Hi, we provide in the documentation everything that you need for the app importing. Could you please update your SDK? Also, could you please contact us via email email@example.com, and write to us in details what kind of the errors you get? Kind regards.
hi I am contacting you thru e-mail because I could not import properly, something about two pngs that did not fit right while compiling the apk on android studio
Hi, please unzip file that you download from codecanyon.net directly on C://, because some paths are too long for unzip, and they can be lost if you unzip it in some directory on your computer that have a long path. Kind regards.
Please send me build.gradle file for importing this project into AndroidStudio.
How I can remove the Ad from application?
Hi, please remove the admob section in activity_main.xml. After that, you can remove the source related to admob from MainActivity.java. Kind regards.
any update for this apps?
Hi, we are sorry, but we don't planning to update this app in sooner future. Kind regards.
1. can i build in android studio? 2. can i put Admob interestial?
Hi, the answer is yes, for the both. Kind regards.
I want to disable left menu. Draw menu and bar of top WebView. I want WebView in full screen. It's possible? Thanks in advance.
Hi, yes it is possible. You need to remove ActionBar in MainActivity.java and disable NavigationDrawer in MainActivity.java and also remove LeftMenu from activity_main.xml. Also, you can remove AdMob in MainActivity.java and in activity_main.xml. Kind regards.
How do we convert site to app? Using URL? Im confused on what is the interface we are using to do this? Where are push notifications?
Hi, yes with using the URL. And we don't have push notifications. Also, please check our online documentation. Kind regards.


text: Something I'd love to see in XF is a certain bbcode from the IPB 3.x series. Basically: [member="Caelum"] (or [member=Caelum] for that matter) Which would output a link saying "Caelum": Caelum If you were to click that link, you'd get that member's profile summary popup, like you would if you, say, clicked someone's avatar in a thread. 'Scuse my not being more lengthy, typing this from a horrid laptop <_< Thanks anyways


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Candice J. Fox was a lecturer in writing and a doctoral candidate at the University of Notre Dame, Sydney (in 2013). Her PhD thesis focused on literary censorship in Australia and explores sedition, morality, terrorism and national identity formation using banned or censored texts.
In 2014, she published her debut crime novel, Hades, which won the Ned Kelly Award for Best first Novel, and was shortlisted for a Davitt Award. Later novels in the same series have attracted similar accolades.
In 2016, she began a collaboration with American crime writer James Patterson.
'A chilling, exhilarating new thriller from the award-winning Candice Fox, described by the Sydney Morning Herald as 'an important new voice in crime fiction'. 'I'm sure every day Eden looked in the mirror and wondered if she should kill me . . .'
'If Detective Frank Bennett tries hard enough, he can sometimes forget that Eden Archer, his partner in the Homicide Department, is also a moonlighting serial killer ...
'Thankfully their latest case is proving a good distraction. Someone is angry at Sydney's beautiful people – and the results are anything but pretty. On the rain-soaked running tracks of Sydney's parks, a predator is lurking, and it's not long before night-time jogs become a race to stay alive.
'While Frank and Eden chase shadows, a different kind of danger grows closer to home. Frank's new girlfriend Imogen Stone is fascinated by cold cases, and her latest project – the disappearance of the two Tanner children more than twenty years ago – is leading her straight to Eden's door.
'And, as Frank knows all too well, asking too many questions about Eden Archer can get you buried as deep as her past … ' (Publication summary)
'The breaktaking new thriller from the author of Hades, winner of the Ned Kelly award for Best Debut Crime Novel. 'I fool myself that Eden has a heart – that she would at least have trouble killing me...'
'Most police duos run on trust, loyalty, and the desire to see killers in court. But Detective Frank Bennett's partner, the enigmatic Eden Archer, has nothing to offer him but darkness and danger. She doesn't mind catching killers – but it's not the courthouse where her justice is served.
'And now Eden is about to head undercover to find three missing girls. The only link between the victims is a remote farm where the desperate go to hide and blood falls more often than rain. For Frank, the priority is to keep his partner monitored 24/7 while she's there – but is it for Eden's protection, or to protect their suspects from her?
Across the city at the Utulla Tip, someone is watching Hades Archer, a man whose criminal reputation is the stuff of legend. Unmasking the stalker for him might be just what Frank needs to stay out of trouble while Eden's away.
'But it's going to take a trip into Hades's past to discover the answers - and what Frank uncovers may well put everyone in danger . . .' (Publication summary)
'A dark, compelling and original thriller that will have you spellbound from its atmospheric opening pages to its shocking climax. Hades is the debut of a stunning new talent in crime fiction.
'Hades Archer, the man they call the Lord of the Underworld, surrounds himself with the things others leave behind. Their trash becomes the twisted sculptures that line his junkyard. The bodies they want disposed of become his problem – for a fee.
'Then one night a man arrives on his doorstep, clutching a small bundle that he wants 'lost'. And Hades makes a decision that will change everything...
'Twenty years later, homicide detective Frank Bennett feels like the luckiest man on the force when he meets his new partner, the dark and beautiful Eden Archer. But there's something strange about Eden and her brother, Eric. Something he can't quite put his finger on.
'When the two detectives are called to the scene of an attempted drowning, they find a traumatised victim telling a story that's hard to believe - until the divers start bringing up bodies.
'Frank is now on the hunt for a very different kind of serial killer: one who offers the sick and dying hope at murderous cost. At first, his partner's sharp instincts come in handy. Soon, he's wondering if she's as dangerous as the man they hunt.' (Publisher's blurb)


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|Article: Print
|Published online: July 16, 2015
Media, be it diasporic, transnational, or mainstream, provides diasporas with a communication method and connection via the distribution of information, whilst retaining cultural and social bonds from their country of origin. Recent studies in the USA and Australia have reported significant increases in diasporic media use and audience numbers, as it creates a sense of identity amongst them. In addition to publishing news from the mainstream culture, diasporic media supports its community by being its voice, whilst preserving its culture, language and history (Natolo 2015 in press; Natolo 2014; Carreira 2013; Laleko 2013; Liu 2013; Shin and Lee 2013). As Spanish is one of Australia's most prevalent community languages, the field of media studies and language maintenance in Australia remains undeveloped. The premise of this paper is to investigate from an interdisciplinary perspective, first generation Argentineans diasporic and transnational media consumption patterns, Spanish language maintenance, and their individual and collective identity via their use of Spanish language media. The study utilized a mixed methods approach collecting data from 50 survey respondents, followed by an interview with 26 interviewees. The findings suggest that respondents preferred to consume media in their native language, and that diasporic and transnational media aided to define and unify first generation Argentineans in the Hispanic-Australian public sphere.
|Argentinean-Australians, Language Maintenance, Media Consumption
The International Journal of Communication and Linguistic Studies, Volume 13, Issue 3, September 2015, pp.1-21. Article: Print (Spiral Bound). Published online: July 16, 2015 (Article: Electronic (PDF File; 584.813KB)).
Ph.D Candidate, School of Languages and Linguistics, Griffith University, Gold Coast, Queensland, Australia
Associate Professor, School of Languages and Linguistics, Griffith University, Brisbane, QLD, Australia
Senior Japanese Language Lecturer, Griffith University, Brisbane, Queensland, Australia


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Ambassador Peter Wittig writes about companies applying the German model of workforce training in the United States in an op-ed for the Wall Street Journal, published on May 4, 2017.
"As high-wage countries, Germany and the U.S. face similar challenges in protecting existing production facilities and creating new manufacturing jobs. One of the most decisive factors for companies is whether they can find skilled and motivated workers, which is what apprenticeship programs provide."
Today, more American companies are choosing the path similar to the German-style skills training schemes. The German Embassy's Skills Initiative helps to facilitate these efforts, Wittig writes.
"The success of the German apprenticeship model builds on the conviction that it is an equivalent alternative to college education," Wittig writes.
And successful apprentices like Puckett are also doing their part to promote the training model to their American peers.
"At the White House roundtable, Ms. Puckett said she would like to reduce the stigma of vocational education and promote it to local high schoolers. America needs more role models like her."
Ambassador Wittig's Wall Street Journal Op-Ed on May 4, 2017
German CEO's and Apprentices Advocate For Vocational Training at the White House
As part of the business focused first meeting between Chancellor Angela Merkel and President Donald Trump, three CEO's of German companies and their respective apprentices met with the two leaders to discuss the benefits of the dual system of vocational training.
© Germany.infoNews Archive


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In terms of versatility, this is the lighting kit that previously existed in photographers' dreams. A high speed battery pack that can be used in the studio. Not only are Profoto products build like a tank, they perform consistently well, something lacking in lower priced competitors. There's something reassuring when being able to shoot frame after frame with the same light output with equal exposure and color temperature in every shot. They're also very easy to use with knobs to change settings instead of push buttons.
I've been using Profoto for over 10 years now and they've never let me down. I'd love to tell you their service is great but I'm yet to use it they been that reliable.
I absolutely love this head. I use it with the barn doors for extra control and the results are spectacular. It's very well built and offers a lot of control through it's focusing feature and barn doors. It's also quit small and easy to travel with.
The Multispot is especially good for recreating that high contrast, old Hollywood look, with bright light key light with deep shadows. This is once light I never want to part with and very unique to Profoto.
One of the most exciting products to be released in recent years in the LED lighting sector - the Ice Light is an incredible piece of lighting kit. Looking like a light-saber out of star Wars, it's obvious it's not your average LED light like the ones you're probably used to.
Firstly, it's well built, unlike other LED products I've used. It's also very durable in use, as I discovered backstage at Mercedes-Benz Fashion Week. Being a strip light source, it's ability to direct, control and shape it's light is very easy in use and the quality of the light that comes from it is soft and pleasing.


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Bank Regulation
With the election campaign now on, it will be interesting to see the policies of the major parties on banking, particularly bank regulation. Just because China saved Australia from the worst effects of the GFC does not mean that our system is all fine and dandy. We have learnt some lessons about banking from the GFC and we need to see how the parties are going to deal with these lessons.
I have touched on these lessons before.
Lesson 1: The Government WILL underwrite financial institutions – whether it wants to or not. This is the big lesson. The federal government currently implicitly insures the banking system. It is politically impossible for the government to do anything else. This lesson is the starting point for thinking about bank regulation.
Lesson 2: The banks should pay an insurance premium: The government's insurance of the banks needs to be made explicit and the government needs to act as an insurer through its regulation of the banks. We do not need a new 'bank tax' but the banks should pay an insurance premium to the government. The premium should be based on the actuarial risk associated with the allowed bank activities.
Lesson 3: The banks should only engage in a more limited set of activities to avoid moral hazard: The government must police the activities of the banks like an insurer. This means restricting the activities that insured banks can undertake and splitting off some of their current activities. For example, Christopher Joye in a recent speech suggested that banks should be required to divest their funds management activities. From an insurance perspective this sort of separation will be necessary to avoid the banks raising risk at taxpayers' (i.e. their insurer's) expense.
Lesson 4: Design financial regulation carefully:We have a lot of experience of industry regulation. Apply it to the banks. We will not get perfect regulation but we can design clear regulation that is not subject to gaming.
The banks will not like these changes. After all, they have been getting free insurance for years. Why would they now want to pay for it?
They have had an insurer who has placed little restriction on their activities. Why would they want to face (actuarially sensible) restrictions now?
The banks will argue that the rules will make them worse off. Yes! They will. The banks have had a free ride through the government underwriting, so obviously they will be worse off by having to pay for an insurance service that they previously got for free. The banks will argue that 'others' will be able to compete in markets that they cannot compete in. Of course. But the others better not have an implicit (or explicit) government guarantee. The banks will argue that money will flow to these 'others' to avoid the regulations. Yes – if people wish to place their money in a riskier, non-insured option then that will occur. The government needs to make sure it can credibly commit NOT to underwrite these 'others'. But given that commitment , if consumers want to take the risky alternative they can do so. But the banks cannot – because the government cannot credibly let the banks go bust.
Which brings me to my final lesson.
Lesson 5: Regulated banks will lobby to remove regulation. Don't!
5 Responses to "Bank Regulation"
How about: that bailouts above and beyond the insurance in your (2) should take the form of equity investment at the current market rate. This should be a) sufficiently horrific for boards and shareholders that they would be desperate to avoid it and b) likely be a reasonable deal for the government, since a bank in dire need of funding should be trading at a substantial discount. If they can be turned around, or brought through difficult external circumstances then the government could stand to make a good return on such investments. IIRC this has been the case for some equity stakes that the US government has taken as part of various bailouts (but I don't have any good references handy, sorry).
I'm sure a complex yet sensible reform like that would be well within the capabilities of a Government that successfully implemented similar visionary schemes like an ETS and a Resource Rent tax.
Now, if only we had a Government like that…
The government needs to make sure it can credibly commit NOT to underwrite these 'others'.
That could be done if such "others" were required to include a prominent bold warning in all advertising and promotional material: THIS INVESTMENT CARRIES NO GOVERNMENT FINANCIAL INSURANCE, similar to the health warnings on cigarette packs.
Might help get the banks on side, too.
but do not forget that these regulations do come at a cost
yes regulate but there is a tradeoff between growth and system instability – so bad regulation does cost
let systematically unimportant banks fail….and make sure they are not selling their "dumb" customers nightmares rather than dreams! its up to banks and their shareholders to manage the adverse selection of customersthat turn out bad risks
make systemically large banks pay the insurance premium for their contribution to systemic risk that is not able to be isolated and causes contagion and procyclical behaviour towards good customers that then may get squeezed