Mathematics · Columbia University
I gained some solid understanding of general concepts in Calc III, but also gained an intellectual curiosity toward studying linear algebra and the application of some of the concepts that we've been studying in real life.
Rings and Fields, as well as some advanced Linear Algebra. Towards the end, we tied it all together with Group Theory.
general multivariable calculus; exactly what was outlined in the syllabus down to the T.
this is a great introduction all the way through Rings, fields, polynomial rings, fields extensions, Galois theory. it's a great course and well organized
I learned about multivariable calculus and how to visualise three dimensions and shapes. I learned about vectors and how to use them to interpret real-life situations. I learned how to differentiate and integrate multivariable functions. From my final project, I learned about production functions and how to apply calculus to economics.
I learned a lot about Fields and Rings. I became better at writing proofs and solving difficult math problems.
I learned about Calculus III, and have gained a broader knowledge on a lot of topics.
A lot of algebra, including Galois theory and field theory.
Multivariable calculus, Lagrange multipliers
Rings, fields, bit of Galois theory SO much about factorization that I never would have even thought to consider! Reinforced some linear algebra too when it came to field extensions, Galois theory, and algebras