What is Mathchan?
Mathchan is an anonymous imageboard for mathematicians, engineers, software developers and scientists. It features an easy way of embedding formulas, diagrams, figures, graphs and code inside user posts in order to enable effective communication of mathematical thought. To post on Mathchan, you must be able to solve Mathchan's custom captcha which is intended to disable both robots and insufficiently qualified users from posting.
Boards
Science & Mathematics
Technology & Engineering
Non-STEM & Other
Off Topic
- Lounge
- Video Games
- Japan & Anime
- Touhou Project
- Tech Consumerism
- Tech Support
- Career Advice
- Requests/Homework
- Testing/Spamming
- Stuff Scientists Say
- Meta Questions
- LaTeX
Popular threads
Mathematics
/math olympiad/ general
So, I have a cousin who wants to win medals in math competitions, especially IMO. Post resources, guides and tips for olympiads.his prep level: he's 12yo(7th standard), has completed mathematics books upto the 10th standard level. What should be his target next? And how do I help him clear doubts? We don't have decent teachers where we live, and the internet doesn't help much
Mathematics
https://newsen.pku.edu.cn/PKUmedia/11888.html
https://newsen.pku.edu.cn/PKUmedia/>Of these 24 questions, Wei Dongyi completed 23 and a half, a record that even his coach was amazed by. He often solved all the questions in the first hour of the test. Many of the methods he used were self-invented and were much more concise than the standard processes, and became known as the "Wei Method".
>
In this competition, Wei beat the legendary Tao Zhexuan, who taught himself calculus at the age of seven and won the IMO gold medal at the age of 12, by a time ratio of 1:7. Tao Zhexuan was invited to solve the sixth problem of the finale, which took him seven hours, while Wei Dongyi took only one hour in the competition.
Is it really impossible to be like him with just learning and studying more? Is it really over, is only option actually suicide? Please be brutally honest, I don't want any false hope.(Even though I know the answer)
Mathematics
Topics:
-Propositional Calculus
-Methods of Proof
-Boolean Algebra and Circuits
-Sets, Relations and Functions
-Combinatorics
-Some more Counting Principles
-Partitions and Distributions