Communications in Mathematical Analysis is an international electronic research journal of rapid dissemination, devoted to the publication of high level research articles in all areas and sub-areas of mathematical analysis and their applications. In particular, it encourages interdisciplinary papers that cut across sub-disciplines within mathematical analysis and to neighboring fields; for example by applying one area of analysis to a different one; or to a problem in related sciences; and by exploring entirely new directions of research.
Volume 14, Number 2
Publication Date: 2013
Table of Contents to Volume 14, Number 2
On Discrete $q$-Extensions of Chebyshev Polynomials
Natig Atakishiyev and Mesuma Atakishiyeva; 1-12
Long-Time Decay for the Linearized System of a Charged Particle in the Klein-Gordon Field
Gennadiy Burlak, Valeriy Imaykin and Anatoli Merzon; 13-24
Time-frequency Integrals and the Stationary Phase Method in Problems of Acoustic Waves Propagation from Moving Sources
G. Burlak , J. R. Hernandez Juarez and V. Rabinovich ; 25-39
Asymptotics of European Double-Barrier Option with Compound Poisson Component
R. Carrada-Herrera, S. M. Grudsky, C. Palomino-Jiménez and R. M. Porter; 40-66
Optical Fields in a Multilayer Microsphere with a Quasi-periodic Pascal Sequence
G. Burlak, A. Díaz-de-Anda and M. Nájera-Villeda; 67-76
Radial Toeplitz Operators on the Unit Ball and Slowly Oscillating Sequences
Sergei M. Grudsky, Egor A. Maximenko and Nikolai L. Vasilevski; 77-94
On the Spreading Rate of the Soliton Perturbation for Relativistic Nonlinear Wave Equations
Yu. I. Karlovich , A. I. Komech, E. A. Kopylova and A. E. Merzon ; 95-102
On Convergence of Galerkin's Approximations for the Regularized 3D Periodic Navier-Stokes Equations
Valeri V. Kucherenko ; 103-112
Poly-Bergman Type Spaces on the Siegel Domain
Josué Ramírez Ortega and Armando Sánchez Nungaray ; 113-128
Asymptotic Behavior and Stability of Solutions to Barotropic Vorticity Equation on a Sphere
Yuri N. Skiba ; 143-162
On Bang-bang Controls for Some Nonlinear Systems
Yu. I. Karlovich , K. V. Sklyar and G. M. Sklyar ; 163-178
Communications in Mathematical Analysis
