Preparing for Upper Division Math: Tips and Suggestions?

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SUMMARY

The discussion centers on preparing for upper division mathematics courses, specifically linear algebra and probability. The participant plans to self-study probability due to a lack of prior exposure and aims to enhance their proof-writing skills through self-study in real analysis. The consensus emphasizes the importance of practicing proofs extensively to build the necessary skills for success in these advanced topics.

PREREQUISITES
  • Understanding of basic linear algebra concepts
  • Familiarity with introductory probability theory
  • Knowledge of mathematical proofs and logic
  • Experience with real analysis fundamentals
NEXT STEPS
  • Self-study real analysis to improve abstraction and proof skills
  • Practice writing mathematical proofs regularly
  • Review linear algebra concepts to reinforce understanding
  • Explore advanced probability topics to prepare for upper division coursework
USEFUL FOR

Students preparing for upper division math courses, particularly those transitioning from lower division classes, and anyone looking to strengthen their proof-writing abilities in mathematics.

torquerotates
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Next year I'm going to be taking some upper div math classes( linear algebra, probability). I'm going to be self studying for probability because I've never seen any of it before. But the real problem is that I've never done lots of proofs before. Right now I'm thinking about self-studying real analysis to build my abstraction abilities. The reason being I don't want to be bored out of my mind seeing the same material again during fall( I'm already doing the same for probability, wouldn't want to do the same for linear since I already took an lower div intro to LA. So selfstudying LA would make taking it in the fall, somewhat my third time) What do you guys think? Any other suggestions?
 
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Practice doing proofs. Proofs, proofs and lots of proofs. And then do a few more proofs.
 

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