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Books -> Mathematical Physics

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Abraham, Marsden, Ratiu - Lie Groups
Abraham, Marsden, Ratiu - Manifolds, Tensor Analysis and Applications Chapter 1
Abraham, Marsden, Ratiu - Manifolds, Tensor Analysis and Applications Chapter 2
Abraham, Marsden, Ratiu - Manifolds, Tensor Analysis and Applications Chapter 3
Abraham, Marsden, Ratiu - Manifolds, Tensor Analysis and Applications Chapter 4
Abraham, Marsden, Ratiu - Manifolds, Tensor Analysis and Applications Chapter 5
Abraham, Marsden, Ratiu - Manifolds, Tensor Analysis and Applications Chapter 6
Abraham, Marsden, Ratiu - Manifolds, Tensor Analysis and Applications Chapter 7
Abraham, Marsden, Ratiu - Manifolds, Tensor Analysis and Applications Chapter 8
Dwight, H. B. - Tables of Integrals and Other Mathematical Data
Forsyth, A. R. - Lectures on the Differential Geometry of Curves and Surfaces
G. Teschl - Mathematical Methods in Quantum Mechanics (2005)
G. Teschl - Mathematical Methods In Quantum Mechanics With Applications To Schrodinger Operators (247)
Hatcher - Algebraic Topology
Heinbockel - Tensor Calculus - Part 01
Heinbockel - Tensor Calculus - Part 02
Heinbockel - Tensor Calculus - Part 03
Heinbockel - Tensor Calculus - Part 04
Heinbockel - Tensor Calculus - Part 05
Heinbockel - Tensor Calculus - Part 06
Heinbockel - Tensor Calculus - Part 07
Heinbockel - Tensor Calculus - Part 08
Heinbockel - Tensor Calculus - Part 09
Heinbockel - Tensor Calculus - Part 10
Heinbockel - Tensor Calculus - Part 11
Heinbockel - Tensor Calculus - Part 12
Heinbockel - Tensor Calculus - Part 13
Heinbockel - Tensor Calculus - Part 14
Lee - Introduction to Smooth Manifolds
Lee - Riemannian Manifolds - An Introduction to Curvature
Lee, Schiesser - ODE and PDE Routines in Fortran, Java, Maple and MATLAB
Marcus Pivato - Linear Partial Differential Equations and Fourier Theory
Polyanin, Zaitsev - Handbook of Exact Solutions for ODEs
Pope - Methods of Theoretical Physics I & II -03 - p349
Riley, Hobson - Mathematical methods for physics and engineering, (2002) 2e
Rotman - Advanced Modern Algebra
The Calculus Bible
Wilson, E. B. - Advanced Calculus
Zwillinger - Handbook of Differential Equations
Abramowitz M., Stegun I.A. (eds.) - Handbook of mathematical functions (10ed., NBS, 1972)(T)(1037s
Arnold - Mathematical Methods of Classical Mechanics
Baker - Matrix Groups - An Introduction to Lie Groups
Berger - A Panoramic View of Riemannian Geometry
Boothby - Introduction to Differentiable Manifolds and Riemannian Geometry
Borel - Linear Algebraic Groups
Borisenko, Tarapov - Vector and Tensor Analysis with Applications
Bratteli, Robinson - Operator Algebras and Quantum Statistical Mechanics Vol. 1
Bratteli, Robinson - Operator Algebras and Quantum Statistical Mechanics Vol. 2
Carmo - Riemannian Geometry
Choquet-Bruhat, DeWitt-Morette, Dillard-Bleick - Analysis, Manifolds and Physics Vol. 1
Choquet-Bruhat, DeWitt-Morette, Dillard-Bleick - Analysis, Manifolds and Physics Vol. 2
Connes - Noncommutative Geometry
Cox, Little, O'Shea - Using Algebraic Geometry



Dodson, Poston - Tensor Geometry
Eisenhart - An Introduction to Differential Geometry with the use of Tensor Calculus
Eisenhart - Riemannian Geometry
Farkas, Kra - Riemann Surfaces
Felice, Clarke - Relativity on Curved Manifolds
Fritzsche, Grauert - From Holomorphic Functions to Complex Manifolds
Fulton, Harris - Representation Theory - A First Course
Gallot, Hulin, Lafontaine - Riemannian Geometry
Greub - Linear Algebra
Hall - Lie Groups, Lie Algebras, and Representations - An Elementary Introduction
Hardy, Wright - Introduction to Number Theory
Harris - Algebraic Geometry - A First Course
Hartshorne - Algebraic Geometry
Humphreys - A Course in Group Theory
Humphreys - Introduction to Lie Algebras and Representation Theory
Jacobson - Lectures in Abstract Algebra Vol. 1 - Basic Concepts
Jacobson - Lectures in Abstract Algebra Vol. 2 - Linear Algebra
Jacobson - Lectures in Abstract Algebra Vol. 3 - Theory of Fields and Galois Theory
Lee - Introduction to Topological Manifolds
Lefschetz - Algebraic Topology
Majid - Foundations of Quantum Group Theory
Massey - Basic Course in Algebraic Topology
Morgan - Riemannian Geometry - A Beginner's Guide
Munkres - Topology
Murty, Esmonde - Problems in Algebraic Number Theory
Nakahara - Geometry, Topology and Physics
Nash, Sen - Topology and Geometry for Physicists
O'Neill - Elementary Differential Geometry
Penrose, Rindler - Spinors and Space-Time Vol. 1 - Two-Spinor Calculus and Relativistic Fields
Penrose, Rindler - Spinors and Space-Time Vol. 2 - Spinor and Twistor Methods in Space-Time Geometry
Reid - Undergraduate Algebraic Geometry
Reid - Undergraduate Commutative Algebra
Sachs, Wu - General Relativity for Mathematicians
Schutz - Geometrical Methods of Mathematical Physics
Semple, Roth - Introduction to Algebraic Geometry
Singer, Thorpe - Lecture Notes on Elementary Topology and Geometry
Smith, Kekalainen, Kahanpaa - An Invitation to Algebraic Geometry
Szekeres - A Course in Modern Mathematical Physics
Vick - Homology Theory - An Introduction to Algebraic Topology
Ward, Wells - Twistor Geometry and Field Theory
Wasserman - Tensors and Manifolds
Weil - Number Theory for Beginners


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