Listed below are courses that I taught so far during olympiad trainings organzied by the mathematical society of Myanmar and short trainings given by the Euclidiad mathematics organization. All the slides are in English, but notes and videos are mostly in Burmese. I will be grateful to receive feedbacks and suggestions regarding my teaching, lecture-plans, typsetting, and basically everything teaching-oriented.

  • MSM December Training (Combinatorics)
    2023 December
    A short training organized by the mathematical society of Myanmar (MSM) for senior (Grade 10-11) students qualified for Myanamar national olympiads (now called MOMC). Contents include recurrence relations, recursive algorithms, counting with bijections, and proving combinatorial identities.

  • Intensive Training for 2022 Myanmar IMO Team (Combinatorics)
    2022 May - June
    The name is self-explanatory. The content is just common problem solving techniques in olymmpiad combinatoircs such as the use of invariants, repeat-until-stuck algorithms, double counting and basic graph theory.

  • Euclidiad Level 1 (Junior) Short Course in Combinatorics and Geometry
    2022 July
    A very basic course on topics oriented towards entry level olympiads such as AMC8/10, SASMO/SEAMO and junior level MOMC. Combinatorics part of course covers standard material in elementary counting such as multiplication and addition principles in counting, permutations and combinations considered with or without repetitions. The geometry part includes basic concepts in Euclidean geometry with emphasis on computations, which includes angles in polygons, length-chasing with right triangles, relations between area and length ratios, etc. However, the problems are oriented more towards problem-solving rather than high school material.

  • Euclidiad Level 2 (Senior) Short Course on Combinatorics and Number Theory
    2021 Jaunrary - February
    A basic course on topics oriented towards entry level senior olympiads such as AMC10/12, AIME and senior level MOMC. Combinatorics part of course covers standard material in elementary counting such as permutations and combinations considered with or without repetitions. The number theory part covers the basics of modular arithmetic, the Chinese Remainder Theorem and the Euclidean application with equal emphasis on proofs and computations. The problems are oriented more towards problem-solving rather than standard material.

  • Intensive Training for 2020 Myanmar IMO Team
    2020 August
    A short training for the 2020 Myanmar IMO Team organized by the mathematical society of Myanmar. This training was a bit ad-hoc due to several uncertainties during COVID.