Lecture Notes from Cambridge and Oxford

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SUMMARY

The discussion highlights two valuable resources for lecture notes in mathematics and physics from Cambridge and Oxford universities. The Cambridge collection, available via a cloud service, has been recently updated to include comprehensive notes across various topics, including algebraic geometry, astrophysics, and condensed matter physics. The Oxford collection can be accessed through their official course overview page. Both collections cater to learners at beginner, intermediate, and advanced levels.

PREREQUISITES
  • Familiarity with mathematical concepts and terminology
  • Basic understanding of physics principles
  • Access to cloud storage services for downloading materials
  • Internet navigation skills to access university resources
NEXT STEPS
  • Explore the Cambridge University lecture notes on mathematics and physics
  • Review the Oxford University course overview for additional resources
  • Investigate specific topics such as algebraic geometry and astrophysics through the provided notes
  • Join online forums or communities focused on mathematics and physics for further discussion
USEFUL FOR

Students, educators, and self-learners in mathematics and physics seeking comprehensive lecture notes and resources from reputable universities.

ModusPonens
Hi.

There's a great collection of lecture notes on mathematics and physics form Cambridge University that is linked on reddit.

https://www.reddit.com/r/math/comments/csgigv/collection_of_lecture_notes_on_mathematics_and/

It has notes on almost every topic, beginner, intermediate, and advanced.

There's also a great collection of notes from Oxford University. The Oxford link is to their home page, and the Cambridge link is to a cloud service.

https://ln.sync.com/dl/1f4af5c40/9hi9gt4i-evpn76tq-badt8eaz-ckxem3zf

https://courses.maths.ox.ac.uk/overview/undergraduate

Cheers!
 
Mathematics news on Phys.org
The Cambridge collection has been updated with more lecture notes. They include a bit of everything, and also fill the previous voids in algebraic geometry, astrophysics, and condensed matter physics.
 

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