SCIENCE & MATHEMATICS BOOKS: ---------------------------- [xxxxxxxxxxxxxxxxxxxx] Susskind & Hrabovsky, Classical Mechanics [....................] Feynman & Leighton & Sands, The Feynman Lectures of Physics, Vol. I [....................] Feynman & Leighton & Sands, The Feynman Lectures of Physics, Vol. II [....................] Feynman & Leighton & Sands, The Feynman Lectures of Physics, Vol. III [....................] Feynman & Leighton & Sands, The Feynman Lectures of Physics, Vol. III [....................] Feynman & Leighton & Sands, Exercises for The Feynman Lectures of Physics [....................] Feynman & Goodstein, Feynman's Lost Lecture [....................] Feynman, Principles of Least Action in Quantum Mechanics [....................] Feynman & Hibbs, Quantum Mechanics and Path Integrals [....................] Feynman, Lectures on Computation [....................] Feynman, Lectures On Gravitation [....................] Landau & Lifshitz, Mechanics [....................] Landau & Lifshitz, The Classical Theory of Fields [....................] Landau & Lifshitz, Quantum Mechanics: Non-Relativistic Theory [....................] Lifshitz & Pitaevskii, Quantum Electrodynamics [....................] Landau & Lifshitz, Statistical Physics, Part I [....................] Landau & Lifshitz, Fluid Mechanics [....................] Landau & Lifshitz, Theory of Elasticity [....................] Landau & Lifshitz, Electrodynamics of Continuous Media [....................] Landau & Lifshitz, Statistical Physics, Part II [....................] Landau & Lifshitz, Physical Kinetics [....................] Needham, Visual Complex Analysis [....................] Needham, Visual Differential Geometry and Forms [....................] Tenenbaum & Pollard, Ordinary Differential Equations [....................] Courant & Robbins & Stewart, What is Mathematics? [....................] Piskunov, Differential and Integral Calculus [....................] Tolstov, Fourier Series [....................] Elsgole, Calculus of Variations [....................] Lanczos, The Variational Principles of Mechanics [....................] Gauss, Disquisitiones Arithmeticae [....................] Susskind & Friedman, Quantum Mechanics [....................] Susskind & Friedman, Special Relativity and Classical Field Theory [....................] Susskind & Cabannes, General Relativity [....................] Heath, The Works of Archimedes [....................] Joos, Theoretical Physics [....................] Pedoe, Geometry [....................] Misnerm & Thorne & Wheeler, Gravitation [....................] Stillwell, Mathematics and its History [....................] Farlow, Partial Differential Equations [....................] Huygens, Horologium Oscillatorium [....................] Diophantus, Greek Algebra [....................] Apollonius, Treatise on Conic Sections [....................] Pathria & Beale, Statistical Mechanics [....................] Winfree, The Geometry of Biological Time [....................] Peskin & Schroeder, Quantum Field Theory [....................] Weinberg, The Quantum Theory of Fields I: Foundations [....................] Bransden & Joachain, Introduction to Quantum Mechanics [....................] Spivak, Calculus I [....................] Spivak, Calculus II [....................] Murray, Mathematical Biology I [....................] Murray, Mathematical Biology II [....................] Strogatz, Nonlinear Dynamics and Chaos [....................] Mandelbrot, The Fractal Geometry of Nature [....................] Shannon, A Mathematical Theory of Communication [....................] Taylor, An Introduction to Error Analysis [....................] Pierce, An Introduction to Information Theory [....................] Kittel, Elementary Statistical Physics [....................] Euclid, Elements [....................] Heald & Marion, Classical Electromagnetic Radiation [....................] Euler, Elements of Algebra [....................] Levi, Classical Mechanics with Calculus of Variations and Optimal Control [....................] Levi, Why Cats Land on their Feet [....................] Levi, The Mathematical Mechanic [....................] Brown et al, Chemistry: the Central Science [....................] Atkins et al, Physical Chemistry [....................] Marshak, Earth: Portrait of a Planet [....................] Campbell et all, Biology: a Global Approach [....................] Tipler & Mosca, Physics [....................] Aleksandrov & Kolmogorov & Lavret'ev, Mathematics: its Content, Methods and Meaning [....................] Heisenberg, The Physical Principles of the Quantum Theory [....................] Lancaster & Bludell, Quantum Field Theory for the Gifted Amateur [....................] Stillwell, Naive Lie Theory [....................] Bachman, A Geometric Approach to Differential Forms [....................] Carter, Visual Group Theory [....................] Newton, The Principia [....................] Newton, The Method of Fluxions and Infinite Series [....................] Chandrasekhar, Newton's Principia for the common reader [....................] Alberts et al, Molecular Biology of the Cell [....................] Faulkner, Projective Geometry [....................] Wylie, Introduction to Projective Geometry [....................] Hodel, An Introduction to Mathematical Logic [....................] Sticker, How to Calculate Quickly [....................] Reichenbach, The Direction of Time [....................] Bohm, Quantum Theory [....................] Riley & Sturges, Statics [....................] Riley & Sturges, Dynamics [....................] Goldstein, Classical Mechanics [....................] Taylor, Classical Mechanics [....................] Conway, On Numbers and Games [....................] Conway, On quaternions and octonions [....................] Conway, The Book of Numbers [....................] Conway et al, The Symmetries of Things [....................] Conway et al, Winning Ways for Your Mathematical Plays I [....................] Gere & Timoshenko, Mechanics of Materials [....................] Timoshenko, Theory of Plates and Shells [....................] Audoly & Pomeau, Elasticity and Geometry [....................] Do Carmo, Differential Geometry of Curves and Surfaces [....................] Jackson, Classical Electrodynamics [....................] Griffiths, Introduction to Electrodynamics [....................] Zee, Einstein Gravity in a Nutshell [....................] Zee, Group Theory in a Nutshell [....................] Zee, Quantum Field Theory in a nutshell [....................] Sean Carroll, Spacetime And Geometry An Introduction To General Relativity [....................] Arfken et al, Mathematical Methods for Physicists [....................] Griffiths, Introduction to Elementary Particles [....................] Halzen & Martin, Quarks and Leptons [....................] Griffiths, Introduction To Quantum Mechanics [....................] Sakurai, Modern Quantum Mechanics [....................] Schroeder, An Introduction to Thermal Physics [....................] Penrose & Rindler, Spinors and Space-Time I: two-spinor calculus and relativistic fields [....................] Idier, Bayesian Approach to Inverse Problems [....................] Tarantola, Inverse Problem Theory and Methods for Model Parameter Estimation [....................] Andreescu et al, Lemmas in Olympiad Geometry [....................] Engel, Problem-Solving Strategies [....................] Morin, Introduction to Classical Mechanics [....................] Riley et al, Mathematical Methods for Physics and Engineering [....................] Young & Freedman, University Physics [....................] Irodov, Problems in General Physics [....................] Irodov, Problems in Atomic and Nuclear Physics [....................] Irodov, Basic Laws of Electromagnetism [....................] Krotov, Problems in Physics [....................] Wasserman, All of Statistics [....................] Casella & Berger, Statistical Inference [....................] James et al, An Introduction To Statistical Learning With Applications In R [....................] Kutner, Applied Linear Statistical Models [....................] Wooldridge, Introductory econometrics. A modern approach [....................] Woodward & Gray & Elliott, Applied Time Series Analysis with R [....................] Tsay Multivariate Time Series Analysis [....................] Diggle et al, Analysis of Longitudinal Data [....................] Gelman et al, Bayesian Data Analysis [....................] Kruschke, Doing Bayesian Data Analysis [....................] McElreath, Statistical Rethinking: A Bayesian Course with Examples in R and STAN [....................] Pierce, Acoustics an introduction to its physical principles and applications [....................] Kinsler, Fundamentals of Acoustics [....................] Schutz, Gravity From The Ground Up [....................] Schutz, A First Course In General Relativity [....................] Schwichtenberg, No-Nonsense: Quantum Field Theory [....................] Curtis, Orbital Mechanics for Engineering Students [....................] Kittel, Introduction To Solid State Physics [....................] Hibbeler, Structural Analysis [....................] Knuth, Surreal Numbers [....................] Lewinter & Meyer, Elementary Number Theory with Programming [....................] Silverman, A Friendly Introduction to Number Theory [....................] Zeltz, The Art and Craft of Problem Solving [....................] Rusczyk & Patrick & Boppana, The Art of Problem Solving: Prealgebra [....................] Rusczyk, The Art of Problem Solving: Introduction to Algebra [....................] Patrick, The Art of Problem Solving: Introduction to Counting & Probability [....................] Rusczyk, The Art of Problem Solving: Introduction to Geometry [....................] Crawford, The Art of Problem Solving: Introduction to Number Theory [....................] Rusczyk & Crawford, The Art of Problem Solving: Intermediate Algebra [....................] Patrick, The Art of Problem Solving: Intermediate Counting & Probability [....................] Rusczyk, The Art of Problem Solving: Precalculus [....................] Patrick, The Art of Problem Solving: Calculus [....................] Lehoczky & Rusczyk, The Art of Problem Solving: Contests Volume I, the Basics [....................] Lehoczky & Rusczyk, The Art of Problem Solving: Contests Volume I, and Beyond [....................] Holton, IMO series I: A First Step to Mathematical Olympiad Problems [....................] Hong-Bin, IMO series II: Problems of Number Theory [....................] Bin & Zhongy, IMO series III: Graph Theory [....................] Zhang, IMO series IV: Combinatorial Problems [....................] Chau & Khoi, IMO series V: Selected Problems [....................] Jiagu, IMO series VI: Lecture Notes Part 1 [....................] Holton, IMO series VII: A Second Step [....................] Jiagu, IMO series VIII: Lecture Notes Part 2 [....................] Bin & Yee, IMO series IX: Mathematical Olympiad in China 2009-2010 [....................] Hang & Wang, IMO series X: Solving Problems in Geometry [....................] Su & Xiong, IMO series XI: Proving Inequalities [....................] Leng, IMO series XII: Geometric Inequalities [....................] Feng, IMO series XIII: Combinatorial Extremization [....................] Shan, IMO series XIV: Probability and Expectation [....................] Bin & Yee, IMO series XV: Mathematical Olympiad in China 2011-2014 [....................] Feng, IMO series XVI: Sequences and Mathematical Induction [....................] Olson, Cound Down