How to remember proofs and theorems?
How to study analysis? How to get better at math? Tips for learning math.
Cauchy sequence, convergent sequence, bounded sequence.
How do mathematicians study math? How to think like a mathematician?
How to ace calculus, linear algebra and proof-heavy math courses?
How to be a better problem solver?
BOOKS & RESOURCES:
For a complete running list of recommended books and resources with brief descriptions:
[ Ссылка ]
📖 BOOKS MENTIONED/HIGHLY RECOMMENDED (a purchase through these links also supports this channel at no additional cost):
-- How to Solve It (by George Pólya) -- [ Ссылка ]
-- Analysis 1 (by Terence Tao) -- [ Ссылка ]
-- Solving Mathematical Problems: A Personal Perspective (by Terence Tao) -- [ Ссылка ]
-- I Want to Be A Mathematician (by Paul Halmos) -- [ Ссылка ]
Terence Tao's image is from his obituary for Jean Bourgain:
[ Ссылка ]
Timothy Gowers' quote is from MathOverflow:
gowers ([ Ссылка ]), Memorizing theorems, URL (version: 2009-11-03): [ Ссылка ]
☕ Help fund future videos: [ Ссылка ]
Chapters:
0:00 Intro
0:25 New definition? Examples
2:00 New definition? Own it
3:10 New theorem? Ask questions and answer them!
4:31 New theorem? Prove it
6:04 New theorem? Read actively (if you must)
6:32 Terence Tao's active reading
