Handouts
Handouts/notes/articles that I have compiled and I can share publicly:-
(Update 04-11-23: This page has hit over 5k views!)
Polynomials- pdf
A comprehensive introduction to Polynomials in Math Olympiad problems.
INMO Notes- pdf
Notes and recommendations compiled for INMO 2020 aspirants. (please ignore.)
Chip Firing Games-pdf
An intro to chip firing games and exploring various derivatives of the game.
Chip Firing Presentation-pdf
A brief introductory presentation on the above topic presented at VMBL(Virtual version of Maths Beyond Limits camp) 2020.
INMOTCs 2022-23
A few problem sets I compiled for lectures taken in Delhi and Mumbai INMO Training camps for INMO 2023.
Geometry Problem Set - pdf
A slightly longish problem set covering various topics in geometry.
Solving some Algebra problems with combinatorial ideas.
Unofficial IMOTC 2020
A few handouts I wrote for a student conducted version of IMOTC 2020.
(I wouldn't recommend using any of these, much better notes exist but just putting these up here for record and completeness.)
(I wouldn't recommend using any of these, much better notes exist but just putting these up here for record and completeness.)
Projective Geometry- pdf
An intro to various ideas in projective geometry written with Arindam Bhattacharya, starting from basics and going up to nukes like DDIT(Dual Desargues Involution Theorem).
Hyperbola- pdf
An intro to circum-rectangular hyperbolas and some interesting properties they show. Not completely olympiad related, more of fun.
Circumcircle-Excircle configuration- pdf
An intro to the very configuration when circumcircles and excircles appear together. Shown to me by Pranjal Srivastava.
Miscellaneous Problem Collections/Handouts
P.S. Some odd problems in every handout don't match the topic name given and are just there because I want people to try them.
(A lot of these might be too hard and I wouldn't recommend them for introductory students, I will rearrange it in some time.)
(A lot of these might be too hard and I wouldn't recommend them for introductory students, I will rearrange it in some time.)
Angel Chasing- pdf
Problem Collection on Angle Chasing Problems
Inequalities- pdf
Problem Collection on Inequalities.
Combinatorics- pdf
Problem Collection on Combinatorics without sources or difficulty ordering.
FE- pdf
Problem Collection on Functional Equations.
Number Theory- pdf
Problem Collection on various number theory problems
NT Construct- pdf
Short lecture notes followed by long problem collection.
P.S. Non zero of these have nothing to do with NT or Construct but I just drop in an odd problem here and there that I like and I just want people to try.
Size in NT- pdf
Problem Collection on NT involving size and analytic ideas.
Arrows- pdf
Problem Collection on problems involving iterated functions, permutations and other ideas of similar flavour.
Homography- pdf
Problem Collection on Homography and Projective Transformations.
I will try to keep updating this as I write more handouts. I hope they are helpful.
CAMP 2021
My IMO 2021 sheets
Bhaiya the handouts are really awesome and are of great help for my INMO preparation. Thanks a lot and hope to see more interesting handouts soon!!
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