Mabud Ali Sarkar

Mabud Ali Sarkar
University of Burdwan | B.U. · Department of Mathematics

Master of Science
My website- https://sites.google.com/view/mabudalisarkar/home

About

5
Publications
1,482
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Introduction
I am working on Algebraic Number Theory, Arithmetic Geometry, Algebraic Geometry and Formal Group Laws. Go to this link to know more about my research information-https://sites.google.com/view/mabudalisarkar/home
Additional affiliations
March 2018 - July 2022
University of Burdwan
Position
  • PhD Student
Description
  • I am working on number theory. Here is details-https://sites.google.com/view/mabudali/home
March 2018 - present
University of Burdwan
Position
  • PhD Student
Description
  • I am working on number theory. Here is details https://docs.google.com/document/d/19EkEo0-w2RlFhvFPIPTX9R8hVMIOwtueBFbDLBhZTBM/edit?usp=sharing
March 2018 - present
University of Burdwan
Position
  • PhD Student
Description
  • I am working on number theory.
Education
March 2018 - December 2022
University of Burdwan
Field of study
  • Algebraic Number Theory

Publications

Publications (5)
Article
Full-text available
Berger asked the question "To what extent the preperiodic points of a stable p-adic power series determines a stable p-adic dynamical system ?" In this work we have applied the preperiodic points of a stable p-adic power series in order to determine the corresponding stable p-adic dynamical system.
Preprint
The main objective of this paper is to find out the image of the maximal ideal $m_k=\pi O_k$ of the ring $O_k$ in the finite extension of p-adic logarithmic series induced by formal group law.
Preprint
In the work we have considered p-adic functional series with binomial coefficients and discussed its p-adic convergence. Then we have derived a recurrence relation following with a summation formula which is invariant for rational argument. More particularly, we have investigated certain condition so that the p-adic series converges and gives ratio...
Preprint
In this paper we have discussed convergence of power series both in p-adic norm as well as real norm. We have investigated rational summability of power series with respect to both p-adic norm and real norm under certain conditions. Then we have studied convergence of specially constructed power series and derived summation formula. Finally, we hav...

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