About

Hi all, Aritrabha Here!!👋👋 Link to heading

I’m currently a second year undergraduate student in Mathematics at Indian Statistical Institute, Bangalore. My interests are in Probability Theory, Stochastic Process, Statistical Inference. You can find my short Curriculum Vitae here

Education Link to heading

2023 - Present: Indian Statistical Institute, Bangalore

Successfully completed first year of studies.

2021 - 2023: Ramakrishna Mission Vivekananda Vidyamandir, Malda

Passed WBCHSE with 97%.

2015-2021: Ramakrishna Mission Vivekananda Vidyamandir, Malda

Passed WBBSE with 96%.

Achievements Link to heading

  • 2020: Qualified IOQM 2020.

  • 2022: Qualified National Science Examination for Chemistry.

  • 2023: Qualified JEE Mains with 98.2 Percentile.

Qualified JEE Advanced.

Qualified WBJEE with AIR 572.

Qualified IAT with AIR 469.

Skills Link to heading

  • Languages: I have strong reading, writing and speaking competencies for English, Bengali. Besides, I know Hindi, Sanskrit, and German.
  • Coding: C, Python, R, LaTeX , OCTAVE/MATLAB
  • Other Activities: I am a member of the Cultural Committee at ISI Bangalore. The goal of this committee to organize various cultural event across the year. Besides, I am a member of Math Club of ISI Bangalore

Self Studied Topics Link to heading

  • Studied Basics of Measure Theory from the book “Measure Theory and Probability Theory” by Krishna B. Athreya and Soumendra N. Lahiri (Specifically studied Chapter 0 through 3) and from the book “Measure and Probability” by S.R Athreya and V.S Sunder (Specifically studied Chapter 1 through 3 and Chapter 5).
  • Studied Basics of Markov Chains from the book “Markov Chains and Mixing Times” by David A. Levin and Yuval Peres (specifically Chapter 1, Chapter 2 and Chapter 5)
  • Studied Random Walk and Basics of Brownian Motion form the book “Brownian Motion: An Introduction to Stochastic Process” by Rene L. Schilling and Lothar Partzsch.
  • Studied Stability Analysis of Ordinary Differential Equations from the book “Differential Equation and Dynamical Systems” by Lawrence Perko and “Differential Equations, Dynamical Systems, and Linear Algebra” by Morris W. Hirsch and Stephen Smale.
  • Studied basics of Projective Geometry, Perspective Drawing and Geometry of Vision from the book “Perspective and Projective Geometry” by Annalisa Crannell, Marc Frantz, Fumiko Futamura.