Journal of Contemporary Mathematical Analysis (Armenian Academy of Sciences)
J Contemp Math Anal
Founded as an outlet for research stemming from the widely acclaimed Armenian School of Theory of Functions, this journal today continues the traditions of that School in the area of functional analysis. A very prolific group of mathematicians in Yerevan contribute to this frontier mathematics journal in the following fields: Calculus, Complex variable functions, Functions of real variables, General analysis, Boundary value problems, Analytic geometry, Integral and stochastic geometry, Differential equations, Group theory, Solution of higher-order nonlinear equations, Solution algorithms for integral equations, Topology, Graph theory. Some issues are thematic and have been devoted to such topics as analytic implications of combinatorial integral geometry; integral equations with structured kernels; approximation, uniqueness, analytic continuation and singularities; convergence and summability of multiple Fourier series; Gibbs random fields; martingale properties and decay correlations' solvability and asymptotic behavior of solutions in boundary value problems; convolution-type integral equations with positive kernels; geometric complex functions theory; and value distribution theory. Issues devoted to Integral and Stochastic Geometry now appear as a subseries within the journal, with usually one issue per volume devoted to these twin subjects.
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