Overview Of Bulletin of Calcutta Mathematical Society

It is a Bi-Monthly internationally reputed Research Journal of Mathematics and Mathematical Sciences published by the Calcutta Mathematical Society.


Details of Publication

The Bulletin is published Bi-Monthly, in February, April, June, August, October and December.


For authors willing to submit papers:

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Editorial Secretary: Joydev Chattopadhyay (India)

Editorial Board Members

  • S.D. Adhikari(India)
  • V. Balan(Romania)
  • R. Balasubramanian(India)
  • A. Chakraborty(France)
  • D.K. Ganguly(India)
  • M.S. Janaki(India)
  • P.K. Jain(India)
  • Karmeshu(India)
  • A.K. Kembhavi(India)
  • B.N. Mandal(India)
  • H.P. Mazumdar(India)
  • H. Malchow(Germany)
  • P. Muldowney( N. Ireland)
  • R. Roychoudhury(India)
  • K.B. Sinha(India)
  • H.M. Srivastava(Canada)
  • M.K. Sen(India)
  • L.F. Mao(China)
  • A.K. Srivastava(India)
  • R. Kulkarni(India)
  • Zafar Ahsan(India)
  • Sanjay Sen(India)(Secretary)

Call For Papers

Papers are invited for the Bulletin of the Calcutta Mathematical Society. The Bulletin is a bi-monthly internationally reputed Research Journal of Mathematics and Mathematical Sciences published by the Calcutta Mathematical Society.

This is a broad-based publication covering all branches of mathematics and mathematical sciences. It also publishes interdisciplinary research papers. The areas of interest include the following topics (but not limited to it) :

Topics in Mathematics
Algebraic Geometry Algebraic Topology
Approximation Theory
Category Theory; Homological Algebra
Combinatories
Cryptology
Discrete Mathematics
Field Theory and Polynomials
Fourier Analysis
Functions of a Complex Variable
Game Theory
Geometry
Group Theory and Generalizations
Information Fusion
Lattices; Algebraic Structures
Mathematical Biology and Other Natural Sciences
Mathematical Physics
Earth Sciences
Neutrosophic Mathematics
Numerical Analysis
Operator Theory
Potential Theory
Rings and Algebras
Topological Groups
Calculus of Variations
Coding Theory
Control Theory
Difference and Functional Equations
Dynamical Systems and Ergodic Theory
Fluid Mechanics and Solid Mechanics
Functional Analysis
Fuzzy Mathematics
General Algebraic Systems
Graph Theory
Image Processing, Signal Processing and Tomography
Integral Equations
Linear and Multilinear Algebra; Matrix Theory
Mathematical Economics and Financial Mathematics
Measure Theory and Integration
Number Theory
Operations Research, Optimization
Ordinary and Partial Differential Equations
Real Functions
Statistical Mechanics, Structure Of Matter
Wavelets and Wavelet Transforms
Topics in Statistics
Bayesian Inference Decision Theory
Econometrics Multivariate
Probability Theory Regression Analysis Estimation Theory
Sampling Theory Simulation, Parametric and Nonparametric Inference
Statistical Tomography and Image Processing Stochastic Processes

In accordance with usual practice, papers previously published and under consideration for publication elsewhere cannot be accepted, and authors must agree not to publish accepted papers elsewhere without the prior permission of Calcutta Mathematical Society.

All submissions should be in English. The submission should conform to the norms stated in the Guideline for Authors and it should be Submitted Online as a LaTeX generated PDF document. See Manuscript Preparation Guideline for details regarding the norms. All contributions will be reviewed by at least two independent experts in the relevant field. Upon acceptance of an article, the author(s) are expected to transfer the copyright of the article to Calcutta Mathematical Society before the article gets published. This transfer will ensure the widest possible dissemination of information.


Guidelines: Guide for Authors regarding preparation of manuscript and online submission.
Manuscript Preparation: Detailed instructions regarding preparation of LaTeX/PDF manuscript.
Submit Online: Online submission of article(s) prepared following the submission norms.
For Authors: Portal for Authors to submit, search, view, modify or withdraw an article.