CMAA-2019 — Conference on Modern Analysis & Applications – An International Meet

Conference on Modern Analysis & Applications – An International Meet (CMAA-2019) is the 67th Annual Conference of Bharat Ganita Parishad. The conference is being organized by the Department of Mathematics & Computer Science, Babu Banarasi Das University, Lucknow The main objective of this conference is to provide forum for the researchers, eminent academicians, research scholar and students to exchange ideas, to communicate and discuss research findings and new advancements in varied branches of mathematical sciences and its impacts on other disciplines. The academic program of the conference shall include invited talks, mini talks and papers presentation sessions.

The scope of CMAA-2019 shall be Modern Analysis and the related area and their applications mathematics and other sciences including those in industry. The topics to be covered, but not limited to, Analysis of Differential Equations (including Control theory, Fractional Calculus and Stochastic, PDEs), Dynamical Systems including Fluid Dynamics, Complex Analysis and Harmonic Analysis (including Potential theory, Harmonic Mappings and Quasi-Conformal Mappings), Topology, Fourier and Wavelet Analysis, Approximation Theory, Modern Methods of Summability and Approximation, Inverse Problems and Non-linear Analysis, Matrix Analysis, Operator Theory and Function Spaces, Orthogonal Polynomials and Special Functions, Global Analysis including Index Theory, Mathematical Modeling and Computational mathematical analysis.

Topics: Analysis of Differential Equations (including Control theory, Fractional Calculus and Stochastic, PDEs), Dynamical Systems including Fluid Dynamics, Complex Analysis and Harmonic Analysis (including Potential theory, Harmonic Mappings and Quasi-Conformal Mappings), Topology, Fourier and Wavelet Analysis, Approximation Theory, Modern Methods of Summability and Approximation, Inverse Problems and Non-linear Analysis, Matrix Analysis, Operator Theory and Function Spaces, Orthogonal Polynomials and Special Functions, Global Analysis including Index Theory, Mathematical Modeling and Computational mathematical analysis