SG

Shubhayan Ghosal

Jadavpur University

ORCID iD 0000-0001-8848-0800

About

Mathematics is everything in my life

Trying to be a successful Undergraduate Researcher in Mathematics

Currently Interested in Fractional Calculus applications of Zeta functions (Riemann, Hurwitz and Lerch) in Number Theory, Diagonal Ramsey Numbers in Combinatorics and Graph theory and Lattice Boltzmann method for Numerical Analytics to Fluid Flows in Applied Mathematics.

However, Number Theory is my damn favourite and am presently working on it apart from Semester Studies.

Research Paper published in HAL Open Science
Journal of Pure and Applied Mathematics offered for publication with them but I refused due to high author processing fee
Paper available on Google Scholar
"Irrationality of Riemann Zeta function values at odd positive integers "
You can use keywords like Irrational Zeta, Riemann irrationality, etc...

Latex, Matlab proficiency

Founder of JU MATHEMATICAL SOCIETY

An International Society of Mathematical Sciences founded by me with 130+ members (presently) from Premiere Institutions all over the World including Professors, Research Scholars and students from both Math and Engineering Disciplines— With Headquarters at Jadavpur University (JU)

Carreer Views :- (If you need so much)

B.D.Memorial International School
CBSE 10, 95.4%
MATH 99

CBSE 12, 94.4%
MATH 99

JEE MAINS 2022 90 percentile
MATH 98.88 percentile

Jadavpur University BS Math Entrance Exam
Rank - 7 (Out of 2268 applicants)

JEE ADVANCED 2022
MATH 30/120 (Cleared cutoff)

Biggest Enemy in Life : Physics and Chemistry

PRMO Qualified
Sadly got COVID before RMO

Employment

Employment history is unavailable.

Education

  • Jadavpur University Bachelor of Science Hons
    2022 - Present

Projects & Funding

Projects & funding information is unavailable.

Publications (2)

  • Invoking Fractional Calculus to extend the classic Riemann Zeta-Bernoulli relation
    2023
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  • ON THE IRRATIONALITY OF ALL RIEMANN ZETA FUNCTIONAL VALUES AT ODD INTEGERS- A NEW YET SIMPLE APPROACH
    2022
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