uber rigorous prep in pure math for grad school

Prepare for graduate-level pure mathematics with this uber-rigorous reading list. Featuring essential texts by Rudin, Munkres, and Hatcher, this curated collection covers analysis, topology, and algebra to build the rock-solid foundation you need for grad school success.

Principles of mathematical analysis Cover
Book

Principles of mathematical analysis

 

No summary available.
Real and complex analysis Cover
Book

Real and complex analysis

 

No summary available.
Complex analysis Cover
Book

Complex analysis

 

No summary available.
Real analysis Cover
Book

Real analysis

 

No summary available.
Counterexamples in Analysis (Dover Books on Mathematics) Cover
Book

Counterexamples in Analysis (Dover Books on Mathematics)

 

No summary available.
Calculus on manifolds Cover
Book

Calculus on manifolds

 

No summary available.
Calculus Cover
Book

Calculus

 

No summary available.
Calculus Cover
Book

Calculus

 

No summary available.
Finite-dimensional vector spaces Cover
Book

Finite-dimensional vector spaces

 

No summary available.
Linear algebra done right Cover
Book

Linear algebra done right

 

No summary available.
Linear algebra Cover
Book

Linear algebra

 

No summary available.
Algebra Cover
Book

Algebra

 

No summary available.
Topics in algebra Cover
Book

Topics in algebra

 

No summary available.
Abstract algebra Cover
Book

Abstract algebra

 

No summary available.
Topology Cover
Book

Topology

 

No summary available.
Algebraic topology Cover
Book

Algebraic topology

 

No summary available.
Counterexamples in topology Cover
Book

Counterexamples in topology

 

No summary available.
Differential geometry of curves and surfaces Cover
Book

Differential geometry of curves and surfaces

 

No summary available.
Riemannian geometry Cover
Book

Riemannian geometry

 

No summary available.