| Author(s) |
Title |
| Adams, R. A. |
Calculus: A Complete Course |
| Agnew, R. P. |
Differential Equations |
| Ahuja, R. K.; Magnanti, T. L.; Orlin, J. B. |
Network Flows |
| Alonso, M.; Finn, E. J. |
Fundamental University Physics II: Fluids and Waves |
| Alonso, M.; Finn, E. J. |
Fundamental University Physics III: Quantum and Statistical Physics |
| Anton, H. |
Elementary Linear Algebra |
| Anton, H.; Bivens, I.; Davis, S. |
Calculus: Multivariable Version |
| Apostol |
Mathematical Analysis |
| Apostol |
Calculus, Volume II |
| Auslander, L.; MacKenzie R. E. |
Introduction to Differentiable Manifolds |
| Ayres, Jr., F. |
Schaum's Outline of Modern Algebra |
| Bazaraa, M. S.; Jarvis, J. J.; Sherali, H. D. |
Linear Programming and Network Flows |
| Beardon, A. F. |
Limits: A New Approach to Real Analysis |
| Biggs, N. L. |
Discrete Mathematics |
| Boas, M. L. |
Mathematical Methods in the Physical Sciences |
| Bonola, R. |
Non-Euclidean Geometry |
| Boole, G |
An Investigation of the Laws of Thought |
| Bourne, D. E.; Kendall, P. C. |
Vector Analysis and Cartesian Tensors |
| Bowler, M. G. |
Lectures on Special Relativity |
| Bugeaud, Y. |
Approximation by Algebraic Numbers |
| Burkill, J. C.; Burkill, H. |
A Second Course in Mathematical Analysis |
| Burn, R.P. |
Numbers and Functions, Steps into Analysis |
| Burn, R.P. |
Groups, A Path to Geometry |
| Buss, S. R. |
3D Computer Graphics |
| Casti, J. L. |
Five Golden Rules |
| Clemmov, P. C. |
An Introduction to Electromagnetic Theory |
| Cohn, P. M. |
Algebra Volume 1 |
| Corson, D.; Lorrain, P. |
Introduction to Electromagnetic Fields and Waves |
| Cottingham, W. N.; Greenwood, D. A. |
An Introduction to Nuclear Physics |
| Coulson, A. E. |
An Introduction to Matrices |
| Coxeter, H. S. M. |
Introduction to Geometry |
| Craven, B. D. |
Functions of Several Variables |
| Das, A.; Ferbel, T. |
Introduction to Nuclear and Particle Physics |
| Demuth, M.; van Casteren, J. A. |
Stochastic Spectral Theory for Selfadjoint Feller Operators |
| Devlin, K. |
Logic and Information |
| Douglass, S. A. |
Introduction to Mathematical Analysis |
| Durrant, A. V. |
Vectors in Physics and Engineering |
| Eisberg, R.; Resnick, R. |
Quantum Physics |
| Ellis, G. F. R.; Williams, R. M. |
flat & curved space-times |
| Epp, S. S. |
Discrete Mathematics with Applications |
| Euclid |
The Elements (Books 1 and 2) |
| Euclid |
The Elements (Books 3 to 9) |
| Euclid |
The Elements (Books 10 to 13) |
| Feller, W. |
An Introduction to Probability Theory and its Applications |
| Fenn, R. |
Geometry |
| Fraleigh, J. B. |
A First Course in Abstract Algebra |
| French, A. P. |
Newtownian Mechanics |
| French, A. P. |
Special Relativity |
| Fuhrmann, P. A. |
A Polynomial Approach to Linear Algebra |
| Gelfand, I.M. and Fomin S.V. |
Calculus of Variations |
| Glauert |
Principles of Dynamics |
| Gilbert, J.; Gilbert, L. |
Elements of Modern Algebra |
| Giles, J. R. |
Real Analysis: An Introductory Course |
| Gnedenko, B. V.; Khinchin, A. Ya. |
An Elementary Introduction to the Theory of Probability |
| Goldberg, J.; Potter, M. C. |
Differential Equations: A Systems Approach |
| Goldstein |
Classical Mechanics |
| Green |
Sets and Groups |
| Grimmett, G. R.; Stirzaker, D. R. |
Probability and Random Processes: Problems and Solutions |
| Grimmett, G. R.; Welsh, D. |
Probability: An Introduction |
| Hall |
Theory of Groups |
| Halmos |
Finite Dimensional Vector Spaces |
| Hamilton, A. G. |
A First Course in Linear Algebra |
| Harrison |
Cosmology |
| Hartle, J. B. |
Gravity: An Introduction to Einstein's General Relativity |
| Harville, D. A. |
Matrix Algebra from a Statistician's Perspective |
| Harville, D. A. |
Matrix Algebra: Exercises and Solutions |
| Houston, W. V. |
Principles of Quantum Mechanics |
| Howie, J. M. |
Real Analysis |
| Hubbard, B. B. |
The World According to Wavelets |
| Humphreys, J. F.; Prest, M. Y. |
Numbers, Groups and Codes |
| Jacobs |
Introduction to Control Theory |
| Jelley, N. A. |
Foundations of Nuclear Physics |
| Kaplan, W. |
Advanced Calculus |
| Kelly, J. |
The Essence of Logic |
| Kirch, A. M. |
Elementary Number Theory |
| Klimov, G. |
Probability Theory and Mathematical Statistics |
| Knopp, K. |
Theory of Functions |
| Kolmogorov, A. N.; Fomin, S. V. |
Introductory Real Analysis |
| Kreyszig, E. |
Advanced Engineering Mathematics |
| Kuhn, H. W. |
Lectures on the Theory of Games |
| Lang, S. |
Undergraduate Analysis |
| Lavrent'ev, M. M.; Savel'ev, L. Ya. |
Linear Operators and Ill-Posed Problems |
| Ledermann |
Introduction to Group Theory |
| Lemmon, E. J. |
Beginning Logic |
| Liddle, A. |
An Introduction to Modern Cosmology |
| Lindgren, B. W. |
Statistical Theory |
| Lindgren, B. W.; McElrath, G. W.; Berry, D. A. |
Introduction to Probability and Statistics |
| Lindley, D. V.; Scott, W. F. |
New Cambridge Statistical Tables |
| Lipschutz, S. |
Schaum's Outline of Probability |
| Lorrain, P.; Corson, D. R.; Lorrain, F. |
Electromagnetic Fields and Waves |
| Lunn, M. A. |
A First Course in Mechanics |
| Macbeath, A. M. |
Elementary Vector Algebra |
| Main, I. G. |
Vibrations and Waves in Physics |
| Maity, K. C.; Ghosh, R. K. |
A First Course in Vector Analysis |
| Manal |
Statistical Physics |
| Marder, L. |
An Introduction to Relativity |
| Marsden, J. E.; Hoffman, M. J. |
Elementary Classical Analysis |
| Marsden, J. E.; Tromba, A. J. |
Vector Calculus |
| Massey, B. S. |
Mechanics of Fluids |
| Matthews, P. T. |
Introduction to Quantum Mechanics |
| McEliece, R. J.; Ash, R. B.; Ash, C. |
Introduction to Discrete Mathematics |
| McKeown, G. P.; Rayward-Smith, V. J. |
Mathematics for Computing |
| Mertzbacher |
Quantum Mechanics |
| Meserve B. E. |
Fundamental Concepts of Geometry |
| Meyer, P. L. |
Introductory Probability and Statistical Applications |
| Mirsky, L. |
An Introduction to Linear Algebra |
| Mitchell, G. H. |
Operational Research |
| Moullin, E. B. |
Principles of Electromagnetism |
| Murray, J. D. |
Mathematical Biology I: An Introduction |
| Nagashima, H.; Baba Y. |
Introduction to Chaos |
| Nahin, P. J. |
An Imaginary Tale: The Story of i |
| Nathanson, M. B. |
Additive Number Theory: Inverse Problems and the Geometry of Sumsets |
| Panofsky, W. K. H.; Phillips, M. |
Classical Electricity and Magnetism |
| Peebles, Jr., P. Z. |
Probability, Random Variables and Random Signal Principles |
| Penrose, R. |
The Road to Reality |
| Pinkus, A.; Zafrany, S. |
Fourier Series and Integral Transforms |
| Priestley, H. A. |
Introduction to Integration |
| Purcell, E. M. |
Electricity and Magnetism |
| Ramsey, A. S. |
Electricity and Magnetism |
| Reade, J. B. |
An Introduction to Mathematical Analysis |
| Rees, E. G. |
Notes on Geometry |
| Reitz |
Foundations of Electromagnetic Theory |
| Rice, J. A. |
Mathematical Statistics and Data Analysis |
| Rindler |
Essential Relativity |
| Ritzberger, K. |
Foundations of Non-Cooperative Game Theory |
| Ross, C. C. |
Differential Equations: An Introduction with Mathematica |
| Ross, S. |
A First Course in Probability |
| Rutherford, D. E. |
Vector Methods |
| Schey |
Div, Grad, Curl and all that |
| Schiff |
Quantum Mechanics |
| Segre, E.; Morrison, P.; Feld, B. T. |
Experimental Nuclear Physics |
| Smith, J. H. |
Introduction to Special Relativity |
| Spiegel, M. R. |
Schaum's Outline of Vector Analysis |
| Stephenson, G. |
Mathematical Methods for Science Students |
| Stewart, J. |
Calculus |
| Stoll, R. S. |
Set Theory and Logic |
| Sutherland |
Introduction to Metric and Topological Spaces |
| Taylor |
Special Relativity |
| Weatherburn, C. E. |
Elementary Vector Analysis |
| Whitehead, C. |
A Guide to Abstract Algebra |
| Williams, D. |
Elements of Mechanics |
| Williams, D. |
Probability with Martingales |
| Wilson, R. J. |
Introduction to Graph Theory |
| Young, H. D.; Freedman, R. A. |
University Physics |
| Ziman |
Principles of Theory of Solids |
| SMP |
Linear Algebra and Geometry |
| SMP |
Vectors and Mechanics |
| SMP |
Extensions of Calculus |
