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g.s
  • Member for 6 years, 11 months
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  • Australia
4 votes

What is the infinite dimensional counterpart of the Lie derivative?

4 votes

Looking for a rigorous linear algebra book

4 votes
Accepted

Reference Request: Algebraic Topology and Geometry with External Motivation

4 votes

What's the next logical step after studying multivariable/vector calculus?

3 votes
Accepted

Is there a book/online resource that contains only multiple choice questions on Complex Analysis?

3 votes

Which book to use in conjunction with Munkres' TOPOLOGY, 2nd edition?

3 votes

Where can i find references to proofs of 1D,2D (partially 3D) Navier Stokes Equation?

2 votes
Accepted

Equivalent condition for $f:M\to N$ to be an embedding

2 votes

Reference: solved problems and exercises on PDEs

2 votes
Accepted

Fitting logistic regression models

2 votes

Graduate Level Mathematical Logic Textbooks

2 votes

Level of Rigor in Mathematical Physics

1 vote
Accepted

What mathematical skills are needed to learn Lagrangian Field Theory (building up to QFT)?

1 vote

Why is inner product denoted like this?

1 vote

Prove $(U \otimes V) \otimes W \cong U \otimes (V \otimes W)$

1 vote

Any Functional Analysis Text That Covers The Same Material As Kreyszig But In A More Rigorous Fashion? Any Notes Of A Course Taught Using Kreyszig?

1 vote
Accepted

Theorem 2.9-1 in Functional Analysis book of Kreyszig

0 votes

Why does Rudin say "the rational number system is inadequate as a field"?

0 votes

Reference on projective space

-1 votes

Compactness of the closed interval [0,1]