Mathematics: Dynamical Systems

[GR] Classical And Quantum Chaos
[GR] Open Problems in Dynamical Systems & Ergodic Theory
[GR] Numerical analysis of Bifurcation Problems (E.J. Doedel): [ps]
[GR] Dynamical Systems and Ergodic Theory (M. Pollicott, M. Yuri)
[GR] Dynamics in one complex variable: introductory lectures (John W. Milnor)
[GR] Local connectivity of Julia sets: expository lectures (John W. Milnor)
[GR] Short courses on ergodic theory (Petersen, UNC) [pdf]|[ps]
[GR] Symbolic Dynamics (Petersen, UNC) [ps]
[GR] Phase Transitions and Phase Equilibria
[GR] Algebraic aspects of symbolic dynamics (Boyle): [ps]
[GR] Statistical Mechanics of Disordered Systems (Bovier): [ps]
[GR] Phase transitions of lattice models (Rennes lectures) (Kotecky): [ps]
[GR] Ergodic Theory, Groups, and Geometry (U. of Minnesota):
[GR] Ergodic Theory (S. A. Kalikow):
[GR] Billiards (S. Tabachnikov, PSU): [pdf]
[GR] Geometry and Billiards (S. Tabachnikov, PSU): [pdf]
[GR] Valuations and dynamics (Ward, U. of East Anglia): [pdf]
[GR] Dynamical Systems and Fractals Lecture Notes (David J. Wright)
[GR] A Brief Survey of Issues Relating to the Reliability of Simulation of the Large Gravitational N-body Problem (Wayne Hayes)
[GR] Nonlinear dynamics and chaos (Weizmann Inst.)
[GR] Visualizing Local Properties and Characteristic Structures of Dynamical Systems (Helwig Löffelmann)
[GR] Dynamical Systems (Warwick, UK)
[GR} Introduction to Finite Automata and Substitution Dynamical Systems (Institut de Mathématiques de Luminy)
[GR] Dynamical Systems (G. Birkhoff) (AMS)
[GR] Continuous Dynamical Systems (Dick Hall): [ps]
[GR] Introduction to the Theory of Infinite-Dimensional Dissipative Systems (I. D. Chueshov) (EMIS)
[GR] Fractals in the Plane - the Ergodic Theory Methods (F. Przytycki & M. Urbanski)
[GR] Entropy of Compact Group Automorphisms
[GR] Hyperbolic Dynamics, Geometric Structures and Rigidity (A. Katok, PSU): [pdf]
[GR] Geometrical theory of dynamical systems [ps]
[GR] Perturbation theory of dynamical systems [ps]
[GR] Lectures on analytic differential equations (Y. Ilyashenko and S. Yakovenko) [pdf]
[GR] ODE and Dynamical Systems (G. Teschl)
[UG] Leaky bucket model, an example from fluid dynamics where nonuniqueness of solutions is physically natural (PSU): [ps]
[UG] Riemann Surfaces, Dynamics and Geometry:
[UG] Introduction to Chaos (CalcTech)
[UG] Bifurcations in Predator-prey model (CalTech)
[UG] An Introduction to Continued Fractions
[UG] Attractors and Attracting Measures (Petersen, UNC) [ps]
[UG] Nonlinear Dynamics and Chaos (P. McSharry, Oxford)

Mathematics: PDEs

[GR] Linear Methods of Applied Mathematics: Orthogonal series, boundary-value problems, and integral operators (Evans M. Harrell II and James V. Herod )
[GR] Traveling Wave Solutions of Parabolic Systems (A. Volpert, V. Volpert, V. Volpert) (AMS)
[GR] Monotone Operators in Banach Space and Nonlinear PDE (R.E. Showalter) (AMS)
[GR] Invariance Theory, The Heat Equation, And The Atiyah-singer Index Theorem (P. Gilkey) (EMIS)
[GR] Hilbert Space Methods for PDE (R. E. Showalter) (EMIS)
[GR] Hamiltonian PDE (Gene Wayne): [ps]
[GR] The Geometry of PDE (Robert Bryant): [ps]
[GR] Harmonic Analysis and PDE (B. Dahlberg & C. Kenig): [ps]
[GR] Entropy and partial differential equations (L. Evans): [pdf]

Mathematics: Geometry

[GR] An Introduction to Riemannian Geometry: [pdf]
[GR] Differential Geometry (The Weizmann Institute of Science)
[GR] Algebraic Geometry (J.S. Milne)
[GR] Natural operations in differential geometry (I. Kolar, J. Slovak, P. Michor) (EMIS)
[GR] Intrinsic Geometry of Surfaces (A. D. Aleksandrov, V. A. Zalgaller)

Mathematics: Analysis

[GR] Complex analysis (PSU): [ps]
[GR] Functional analysis (PSU): [ps]
[GR] Homeomorphisms in Analysis (C. Goffman, T. Nishiura, D. Waterman) (AMS)
[GR] Functional Analysis and Semi-Groups (E. Hille & R. Phillips) (MSU)
[GR] Measure Theory (V. Liskevich) [ps][dvi]
[GR] Measure Theory (R. Bass) [pdf][dvi]
[GR] Probability and Measure Theory (R. Bannuelos, Purdue) [pdf]
[UG] Analysis and Advanced Calculus
[UG] Interactive Real Analysis
[UG] Notes of Series
[UG] An Introduction to Fourier Theory (F. Hoffman)

Mathematics: Algebra

[GR] Algebraic Number Theory (J.S. Milne)
[GR] Group Theory (J.S. Milne)
[GR] Fields and Galois Theory (J.S. Milne)
[GR] Ramsey Theory (A. Miller)

Mathematics: Topology

[GR] Introduction to diferential topology (S. Tabachnikov, PSU) [pdf]
[GR] Overview of basic topology (A. Katok, PSU) [pdf]
[GR] Topology of Euclidean Spaces (G. Cain, GATech)
[GR] Algebraic Topology (S. Lefschetz) (AMS)
[GR] Algebraic Topology (Hatcher)

Mathematics: Misc

[GR] Mathematical methods of classical mechanics (S. Tabachnikov, PSU) [pdf]
[GR] ODE (MSU)
[GR] An Introduction to Multigrid Methods (P. Wesseling)
[GR] Cryptography and Cryptanalysis
[GR] Spectral theory of operators in Hilbert space, (A. Green): [pdf]
[GR] Introduction to Combinatorics (J. D. Rosenhouse, KSU)
[UG] Lectures on Matrices (J. H. M. Wedderburn) (AMS)
[UG] The Velocity Dependence of Aerodynamic Drag (PSU): [ps]
[UG] Disasters caused by numerical errorsl (K. Vuik)
[UG] Graph Theory (Reinhard Diestel) (EMIS)
[UG] Introduction to Probability by C. Grinstead and J. L. Snell
[UG] Probability Theory Lecture Notes by Rich Bass, (UConn) [pdf]
Sir William Rowan Hamilton: Mathematical Papers, (EMIS)
Handbook of Applied Cryptography (A Menezes, P. van Oorschot and S. Vanstone)

Mathematics: Highschool

[HS] Euclid's Elements (Clark U.)
[HS] Æóðíàë "Êâàíò"
[HS] Ñåðèÿ "Áèáëèîòåêà «Ìàòåìàòè÷åñêîå ïðîñâåùåíèå»"
[HS] Â. Â. Ïðàñîëîâ, Çàäà÷è ïî ïëàíèìåòðèè
[HS] Ñåðèÿ "Ïîïóëÿðíûå ëåêöèè ïî ìàòåìàòèêå"

Physics: Misc

General Relativity (U. of Chicago)
Fundamentals of Thermodynamics
Classical Electrodynamics
Basic Fluid Dynamics (V. Tesar, Czeck Rep.)
Fluid Dynamics Notes (M.Subramanian, India)
Methods of Mathematical Physics I (M. Trodden)
Mathematical Methods in Quantum Mechanics (Gerald Teschl)

Computers: Misc

Numerical Recipes in C (LANL)
Numerical Recipes in FORTRAN (LANL)
Algorithms and Complexity (H. Wilf)

Computers: Misc

Handbook of Statistical Method