Book Recs: - Arthur Engel - Problem Solving Strategies - Pranav Sriram Olympiad Combinatorics: cdn.bc-pf.org/resources/math/combinatorics/Pranav_Sriram-Olympiad_Combinatorics.pdf Topics: - Extremal Principle - Algorithms - Invariance - Games - Counting in Two Different Ways - Graph Theory - Coloring Proofs - The Box/Pigeonhole Principle - Induction Competitions: Tournament of Towns: -- artofproblemsolving.com/community/c3239_tournament_of_towns -- www.math.toronto.edu/oz/turgor/archives.php EGMO: -- artofproblemsolving.com/community/c3246_egmo JBMO: -- artofproblemsolving.com/community/c3227_junior_balkan_mo Romania: -- artofproblemsolving.com/community/c3194_romania_contests ELMO: -- artofproblemsolving.com/community/c3429_elmo_problems Russia: -- artofproblemsolving.com/community/c3195_russia_contests Let me know if there's something I missed!
So algebra is the one I haven't filmed thus far because I haven't figured out how to structure it yet. There are functional equations, sequences, inequalities. Those are the well known. Now it's hard for me to recommend books because I've never come across an algebra book and I learned it mostly through problems and handouts. Anyways, difficult to structure, if you have any ideas let me know, but right now I'm in the thinking process.
@@ShefsofProblemSolving yeah exactly, algebra is the only one you dont have books and stuff for. Also which handouts did you use? Thanks in advance And also what is your favorite subject considering NT, algebra, geo, combo
@@maxicambo4017 Honestly forgot most of the handouts and they are in my native language, so it's not useful to share those. I'll look into this and see if I can come up with some handouts. Difficult to say! I really liked Geo, because adding a point sometimes and solving a problem is beautiful. Combinatorics is wider and more mysterious and I guess that's why I'd choose that as my favorite.
Hi Can you please give me the source of the quote about Mathematical Induction. I really love it.I have been doing induction since last week and suddenly induction makes a lot sense to me Thanks in advance
Why don't you write proofs clearly? I know you are a great mathematician with undoubtedly impressive problem solving skills, but if you do not write these proofs down, what'd you think how we will ever comprehend what you tell us about. Also, considering that you do not have many views on UA-cam, maybe you should change the way you teach us, not just nonstop talking. Micheal Penn is definitely no less great mind than you and even better, he's a professor, his proofs are very creative to understand
Book Recs:
- Arthur Engel - Problem Solving Strategies
- Pranav Sriram Olympiad Combinatorics: cdn.bc-pf.org/resources/math/combinatorics/Pranav_Sriram-Olympiad_Combinatorics.pdf
Topics:
- Extremal Principle
- Algorithms
- Invariance
- Games
- Counting in Two Different Ways
- Graph Theory
- Coloring Proofs
- The Box/Pigeonhole Principle
- Induction
Competitions:
Tournament of Towns:
-- artofproblemsolving.com/community/c3239_tournament_of_towns
-- www.math.toronto.edu/oz/turgor/archives.php
EGMO:
-- artofproblemsolving.com/community/c3246_egmo
JBMO:
-- artofproblemsolving.com/community/c3227_junior_balkan_mo
Romania:
-- artofproblemsolving.com/community/c3194_romania_contests
ELMO:
-- artofproblemsolving.com/community/c3429_elmo_problems
Russia:
-- artofproblemsolving.com/community/c3195_russia_contests
Let me know if there's something I missed!
Pin it
IMO combinatorics? and china?
Amazing initiative ,please continue this series
Will do!
Thanks for the initiative
Thank you so very much, Sir!
You are very welcome
Please also algebra💪 Love this “series”
So algebra is the one I haven't filmed thus far because I haven't figured out how to structure it yet.
There are functional equations, sequences, inequalities. Those are the well known. Now it's hard for me to recommend books because I've never come across an algebra book and I learned it mostly through problems and handouts.
Anyways, difficult to structure, if you have any ideas let me know, but right now I'm in the thinking process.
@@ShefsofProblemSolving yeah exactly, algebra is the only one you dont have books and stuff for. Also which handouts did you use? Thanks in advance
And also what is your favorite subject considering NT, algebra, geo, combo
@@maxicambo4017 Honestly forgot most of the handouts and they are in my native language, so it's not useful to share those.
I'll look into this and see if I can come up with some handouts.
Difficult to say! I really liked Geo, because adding a point sometimes and solving a problem is beautiful. Combinatorics is wider and more mysterious and I guess that's why I'd choose that as my favorite.
@@ShefsofProblemSolving thanks for information! Yeah mine is combo as well
@@ShefsofProblemSolving Please look into Inequalities by B.J. Venkatachala and Functional Equations by B.J. Venkatachala...2 really great books...
Now how to get better at geometry?
Pray to Evan Chen, jokes asides EGMO (euclidean geometry in math olympiad) is like the best book currently for geometry imo :)
@@Miguel-xd7xp Praying to Evan Chen isn't an option I would write off too quickly...
Video coming out Sunday!
Hi
Can you please give me the source of the quote about Mathematical Induction.
I really love it.I have been doing induction since last week and suddenly induction makes a lot sense to me
Thanks in advance
Thank you for the kind words! Actually I don't have a source it's just something my coach used to say in lectures on induction
You kind of sound like Stephan Hawkins' computer voice
HAHA This made me chuckle ... I've never been told that, thank you for making my morning :D
Padberg Ways
Hi good,
Thank you :)
stopped listening after hearing i need to solve problems lmao (jk jk)
Why don't you write proofs clearly?
I know you are a great mathematician with undoubtedly impressive problem solving skills, but if you do not write these proofs down, what'd you think how we will ever comprehend what you tell us about. Also, considering that you do not have many views on UA-cam, maybe you should change the way you teach us, not just nonstop talking. Micheal Penn is definitely no less great mind than you and even better, he's a professor, his proofs are very creative to understand