ACHIEVEMENT

Membership

• Cohort II student at MAC-Mathematical Association of Cambodia, 2022 to date.

Scholarship

• ICCR Scholarship, fully funded for pursuing a Master's degree at the University of Lucknow, India, 2025-2027.

• ICCR Scholarship, fully funded for pursuing a Bachelor's degree at the University of Delhi, India, 2022-2025.

• MoEYS​ Scholarship, 4-year tuition fee for pursuing a Bachelor's degree in Mathematics at Royal University of Phnom Penh, Cambodia, 2022.

ACTIVITY

Internship

• Worked on: Stable homotopy theory under Dr. Prateep Chakraborty, IIT Kharagpur, India, from June 25-July 31, 2026. 

Giving Talks

• Basic homotopy construction of extraordinary (co)homology theories. MAC, Cambodia, February 28, 2026.

•  Homological Algebra. MAC's AiM School, PTEC, Cambodia, October 04-05, 2025. [details]

• Lie Algebra Cohomology. MAC, Cambodia, March 30, 2025.

• Triangulated Categories: definitions, properties, and examples. MAC, Cambodia, November 30, 2024.

• Integral Domains: EDs, PIDs, and UFDs. MAC, Cambodia, May 31, 2023. [slide]

• Relation and Function, with teammate Kimsan CHEA, MAC, Cambodia, July 23, 2022.  [slide]

Joining Events/Courses

• Join Sarfraz Ahmad's course, An Introduction to Gröbner Basis and its Applications, from February 12 to 15, 2024, as part of the CIMPA-ICTP online course.

• International Conference on Pure and Applied Mathematics (ICAPAM), February 8 to 10, 2024, Hybrid Mode in Shyam Lal College, University of Delhi, Delhi 110032 (INDIA).

TEACHING

• 20226 (At MAC):  Foundation Course, Calculus, Abstract Algebra

• 2025: Abstract Algebra, Linear Algebra, Real Analysis

READING

I am reading and discussing the following book with the guidance of my mentor, Vanny Doem.

Mathematics-2026

 Simplicial homotopy theory

References:

• Goerss, Simplicial homotopy theory

 Spectral sequences

References:

• Allen Hatcher, Spectral Sequences

• McCleary, A user's guide to spectral sequences

• Fomenko, Fuchs, Homotopical topology

Mathematics-2025

 Homological Algebra 

References:

• Hilton and Stammbach, A Course in Homological Algebra 

• Cartan-Eilenberg, Homological algebra

• Rotman, An introduction to homological algebra

• Weibel, An introduction to homological algebra

 Algebraic Topology  

References:

• Allen Hatcher, Algebraic Topology

• J. P. May, A Concise Course in Algebraic Topology

• John M. Lee, Introduction to Topological Manifolds 

Basic homotopy theory

References:

• Hatcher, Algebraic topology

• May, A concise course in algebraic topology

• Fomenko, Fuchs, Homotopical topology

Mathematics-2024

 Topology

References:

•  James R. Munkres, Topology

 Algebraic Topology

References:

• J. P. May, A Concise Course in Algebraic Topology

• John M. Lee, Introduction to Topological Manifolds 

• Allen Hatcher, Algebraic Topology

 Category Theory

References:

• Steve Awodey, Category Theory

• Emily Riehl, Category Theory in Context

 Triangulated Category

    References:

•  Thorsten Holm and Peter Jorgensen, Triangulated Categories: definitions, properties, and examples

• A. Neeman, Triangulated categories

Mathematics-2023

 Real Analysis

     References:

• M. Bruckner, Elementary Real Analysis

 Abstract Algebra

     References:

• Dummit and Foote, Abstract Algebra

• Gallian, Contemporary Abstract Algebra 

 Calculus

     References:

• James Stewart, Calculus

 Metric Space

     References:

• Mícheál Ó Searcóid, Metric Space 

Inspiration Reading

• Francis Su-Mathematics for Human Flourishing

• David Bessis-Mathematica: A Secret World of Intuition and Curiosity

• Eugenia Cheng-Is Math Real? How Simple Questions Lead Us to Mathematics' Deepest Truths

• Eugenia Cheng-The Joy of Abstraction

• Jeffrey R. Weeks-The Shape of Space

• David Richeson-Euler's Gem

MISCELLANEOUS

Electronic Tools