# Complex Analysis and Dynamical Systems IV: Part 1. Function Theory and Optimization

###### Mark Agranovsky, et al.
Publisher:
American Mathematical Society/Bar-IIan University
Publication Date:
2011
Number of Pages:
317
Format:
Paperback
Series:
Contemporary Mathematics 553
Price:
105.00
ISBN:
9780821851968
Category:
Proceedings
We do not plan to review this book.
• L. Aizenberg and N. Tarkhanov -- The Schwarz kernel in Clifford analysis
• C. Bisi and F. Polizzi -- Proper polynomial self-maps of the affine space: State of the art and new results
• A. A. Danielyan -- The peak-interpolation theorem of Bishop
• R. J. Dwilewicz -- Global holomorphic approximations of Cauchy-Riemann functions
• P. Ebenfelt, D. Khavinson, and H. S. Shapiro -- Two-dimensional shapes and lemniscates
• Y. A. Gaidov and V. P. Golubyatnikov -- On the existence and stability of cycles in gene networks with variable feedbacks
• G. Gentili and F. Vlacci -- On fixed points of regular Möbius transformations over quaternions
• A. Golberg -- Homeomorphisms with integrally restricted moduli
• A. Hinkkanen -- A conjecture on martingales and rotations
• I. Ioslovich, P.-O. Gutman, and R. Linker -- Optimal control of a dynamical biological system: Maintenance of balanced growth and development
• Y. Kondratiev, Y. Kozitsky, and D. Shoikhet -- Dynamical systems on sets of holomorphic functions
• S. L. Krushkal and R. Kühnau -- Quasiconformal reflection coefficient of level lines
• G. A. Kurina and E. V. Smirnova -- Asymptotic solution of optimal control problems with a small parameter and intermediate points in performance index
• A. M. Kytmanov and S. G. Myslivets -- On conditions of $\bar{\partial}$-closed extensions of differential forms
• D. S. Lubinsky -- An operator associated with de Branges spaces and universality limits
• J. R. Muir, Jr. and T. J. Suffridge -- De la Vallée Poussin means of holomorphic mappings of the ball
• S. A. Plaksa, S. V. Gryshchuk, and V. S. Shpakivskyi -- Commutative algebras of monogenic functions associated with classic equations of mathematical physics
• S. Reich and A. J. Zaslavski -- Convergence of inexact orbits of continuous mappings in complete metric spaces
• S. V. Selivanova and S. K. Vodopyanov -- Algebraic and analytic properties of quasimetric spaces with dilations
• Z. Zajac -- Harmonic mappings and quasihomographies in the theory of Teichmüller space
• A. J. Zaslavski -- Two turnpike results for a continuous-time optimal control system
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