diff --git a/README.md b/README.md index ac96a8e..35198da 100644 --- a/README.md +++ b/README.md @@ -1,73 +1,5 @@ # Mathematics and Physics summaries -Summary of each subject in Mathematics and Physics degree at UAB (Universitat Autònoma de Barcelona) at Paris Dauphine - PSL University. - -### TODO - -> Remember: When writing the proofs of the remaining summaries, reread and review the `\emph{}` definitions in order to appear properly in the index. - -- Mathematics 1 - - Fundamentals of mathematics - - Proofs - - Linear Algebra - - Proofs - - Real-valued functions - - Proofs -- Mathematics 2 - - Algebraic structures - - Proofs - - Discrete mathematics - - Proofs - - Functions of several variables - - Proofs - - Linear geometry - - Proofs - - Add interpretation of the projective plane - - Mathematical analysis - - Proofs - - Numerical analysis - - Proofs -- Mathematics 3 - - Complex analysis - - Proofs - - Differential equations - - Proofs - - Differential geometry - - Proofs - - Galois theory - - Proofs - - Probability - - Proofs - - Add interpretation of the central limit theorem (the normals are everywhere because many things depend on a lot of small factors) - - Statistics - - Proofs - - Topology - - Proofs -- Mathematics 4 - - Algebraic topology - - All - - Arithmetic - - All - - Dynamical systems - - Proofs - - Linear models - - Proofs - - More organization!!! - - Add interpretation of the correlation - - PDEs - - Initial proofs - - Entropy condition - - Strong maximum principle - - Real and functional analysis - - Add interpretation of the Lebesgue integral - - Final proofs of measure theory - - Proof of Arzelà-Ascoli - - Lp is separable - - Cc(U) is dense in Lp(U) - - Marcinkiewicz - - Duality - Hahn-Banach - - General theorems on linear maps - - Hilbert - - Lp is Banach +Summary of each subject in Mathematics and Physics degree at UAB (Universitat Autònoma de Barcelona) and at Paris Dauphine - PSL University. You can found the summaries in my [website](https://victorballester7.github.io/complete-summaries). Feel free to help us with this summaries!