مجموعة كتب في علوم الرياضيات للبيع و ليست للتحميل

أنِــــــسْـــــتُ بــــــهـــــا عِــــشـــريـــنَ حــــــــــولاً وَبِـــعــتُــهــا
لــــــقـــــد طـــــــــــالَ وَجْـــــــــــدي بــــعــــدَهـــا وحـــنـــيــنــي
ومــــــــــــا كــــــــــــان ظَــــــنِّــــــي أَنَّــــــنـــــي iiســـأَبــيــعــهــا
ولـــــــــــو خـــلَّـــدتــنــي فــــــــــي الــــســـجـــون iiديـــــونـــــي
ولـــــــكـــــــن لـــــضـــــعــــفٍ وافـــــتـــــقــــارٍ iiوصِـــــبْـــــيَــــةٍ
صِـــــــغـــــــارٍ عــــلــــيـــهـــم تَــــسْــــتَـــهِـــلُّ iiشُـــــــؤونـــــــي
فــــقــــلــــتُ ولـــــــــــم أَمْــــــلـــــك ســــــوابـــــق iiعَــــــبْـــــرةٍ
مـــــقـــــالـــــة مــــــــكـــــــويِّ الـــــــفـــــــؤادِ حَـــــــزِيـــــــنِ :
((وقد تُخرجُ الحاجاتُ يا أمَّ مالكٍ كرائمَ من ربٍّ بهنَّ ضنينِ))

Mathematics
GRE Math Practice Test (2001).pdf
Lin G., Li Y., Chan A. – Principles and Applications of Asymmetric Synthesis (Wiley, 2001).pdf
Luenberger David G., Ye Yinyu – Linear and Nonlinear Programming (3rd edition, Springer).pdf
Algebra
Alekseev V. B. – Abel’s Theorem in Problems and Solutions.pdf
Ash Robert B. – Algebra Abstract.pdf
Baker-Fluckiger E., Lewis D., Raniki A. – Quadratic Forms and their Applications.pdf
Barr M., Wells W. – Toposes, Triples and Theories.pdf
Beachy John A. – Abstract Algebra – A Study Guide for Beginners.pdf
Beecher – Algebra and Trigonometry (3rd ed.).pdf
Bird J. – Basic Engineering Mathematics (4th ed., Newnes, 2005).pdf
Bittinger Marvin L. – Algebra & Trigonometry Graphs & Models (3rd ed.).pdf
Borel A., Mostow G. – Algebraic Groups and Discontinuous Subgroups.pdf
Borel A., Mostow G. – Symposium on Algebraic Groups – Algebraic Groups and Discontinuous Subgroups.pdf
Burris S., Sankappanavar H. P. – A Course In Universal Algebra.pdf
Dales G., et al. – Introduction to Banach Algebras, Operators, and Harmonic Analysis (Cambridge, 2003).pdf
Dym C. – Principles of Mathematical Modeling (2nd ed., AP, 2006).pdf
Ernest P. – The Philosophy of Mathematics Education (Falmer, 1991).pdf
Fauser – Treatise on Quantum Clifford Algebras.pdf
Franzen T. – Godel’s Theorem – An Incomplete Guide to Its Use and Abuse (2005).pdf
Galois Theory 2nd ed. – E. Artin.pdf
Garret P. – Introduction to Abstract Algera.pdf
Goldschmidt D. – Group Characters, Symmetric Functions and the Hecke Algebras.pdf
Goodman F. – Abstract and Concrete (2.5 ed., 2006).pdf
Gray R. M. – Toeplitz and Circulant Matrices.pdf
Hardy G., Wright E. – Introduction to the Theory of Numbers (4th ed. 1968).pdf
Higgins P. – Number Story – From Counting to Cryptography (Copernicus, 2008).pdf
Hilger Adam – Compact Numerical Methods for Computers Linear Algebra and Function Minimisation (2nd ed.).pdf
Huettenmueller Rhonda – Algebra Demystified.pdf
Invitation to Higher Local Feilds – I. Fesenko, M. Kurihara.pdf
Jacobson N. – Structure and Representation of Jordan Algebras.pdf
Kandasamy W. B. V. – Bialgebraic Structures.pdf
Kandasamy W. B. V. – Smarandache Fuzzy Algebra Vol. 9.pdf
Kandasamy W. B. V. – Smarandache Loops.pdf
Kandasamy W. B. V. – Smarandache Near-Rings.pdf
Kandasamy W. B. V. – Smarandache Rings.pdf
Kandasamy W. B. V. – Smarandache Semirings, Semifields, Semi Vector Spaces.pdf
Klima R., Sigmon N., Stitzinger E. – Applications of Abstract Algebra with MAPLE.pdf
Kolman B., Beck R. – Elementary Linear Programming with Applications (Elsevier, 1995).pdf
Kostrikin A. I., Shafarevich I. R. – Algebra I Basic Notions Of Algebra.pdf
Levitz H., Levitz K. – Logic and Boolean Algebra.pdf
Matthews K. R. – Elementary Linear Algebra.pdf
Milne J. – Fileds and Galois Theory [jnl article].pdf
Put M. van der, Singer M. – Differential Galois Theory.pdf
Robbiano, Kreuzer – Computational Commutative Algebra.pdf
Rotman Joseph J. – Advanced Modern Algebra.pdf
Surowski D. – Workbook in Higher Algeba.pdf
Vasantha W. B. – Groupoids and Smarandache Groupoids.pdf
Wedderburn – Lectures On Matrices.pdf
Wedderburn J. H. M. – Lectures on Matricies.pdf
Wesner – College Algebra and Trigonometry with Applications 2e HQ.pdf
Wesner – Elementary Algebra with Applications 3e HQ.pdf
Wesner – Intermediate Algebra with Applications 3e HQ.pdf
Yap C. K. – Fundamental Problems in Algorithmic Algebra.pdf
Geometry
Akivis M., Goldberg V. – Differential Geometry of Varieties With Degenerate Gauss Maps (Springer, 2004).pdf
Behnke, Bachmann – Fundamentals of Mathematics Vol. 2, Geometry.pdf
Borovik A., Borovik A. – Mirrors and Reflections – The Geometry of Finite Reflection Groups.pdf
Bryant R. L. – Introduction to Lie groups and Symplectic Geometry.pdf
Calvet R. G. – Treatise of Plane Geometry Through Geometric Algebra.pdf
Chen – Computational Geometry Methods And Applications.pdf
DeBerg – Computational Geometry Algorithms and Applications (2nd ed.).pdf
Dolgachev – Introduction to Algebraic Geometry.pdf
Doran C. – Geometric Algebra and its Application to Mathematical Physics.pdf
Eisenbud D., Harris. J. – The Geometry of Schemes.pdf
Falconer – Fractal Geometry Mathematical Foundations & Applications.pdf
Guillemin, Sternberg – Geometry Asymptotics.pdf
Harris J., Morrison I. – Moduli of Curves.pdf
Hemmerling E. M. – Fundamentals of College Geometry (2nd ed.).pdf
Jo’orourk – Computational Geometry in C.pdf
Lapidus M., et al. – Fractal Geometry, Complex Dimensions and Zeta Functions (Springer, 2006).pdf
Mine J. S. – Algebraic Geometry.pdf
Miron, Hrimiuc, Shimara, Sabau – The Geometry of Hamilton and Lagrange Spaces.pdf
Plane Analytic Geometry With Differential Calculus – Maxime Bocher.pdf
Ribet K. – Current Trends in Arithmetical Algebraic Geometry.pdf
Rosen – Handbook of Discrete and Computational Geometry and its Applications.pdf
Silva A. da, Weinstein A. – Geometric Models for Noncummutative Algebras.pdf
Thurston – The Geometry & Topology of 3-Manifold.pdf
Verlag – Glimpses of Algebra and Geometry (2nd ed.).pdf
Vossler D. – Exploring Analytic Geometry with Mathematica.pdf
Trigonometry
Butler S. – Notes from Trigonometry.pdf
Gibilisco S. – Trigonometry Demystified.pdf
Palmer C., Leigh C. – Plane and Spherical Trigonometry.pdf
Wesner – Trigonometry with Applications (3rd ed.) HQ.pdf
Trigonometry\
Geometry\
Group Theory
Cvitanovic P. – Group Theory Exceptional Lie Groups As Invariance Groups.pdf
Dieck T. – Quantum Groups and Knot Algebra.pdf
Firk Frank W. K. – Introduction To Groups, Invariants and Particles.pdf
Garrett P. – Buildings and Classical Groups.pdf
Hall B. – An Elementary Introduction to Groups and Representations.pdf
Kandasamy W. – Groupoids. and Smarandache Groupoids.pdf
Kandasamy W. – Smarandache Semigroups.pdf
Michor P. – Isometric Actions of Lie Groups and Invariants [jnl article].pdf
Milicic D. – Lectures on Lie Groups.pdf
Milne J. – Group Theory [jnl article].pdf
Sternberg S. – Lie Algebras.pdf
Group Theory\
Linear Algebra
Axler S. – Linear Algebra Done Right (2nd ed.).pdf
Banks T. – Matrix Theory [jnl article].pdf
Beezer Robert A. – A First Course In Linear Algebra.pdf
Connell E. H. – Elements of Abstract and Linear Algebra.pdf
Dale P., Vein R. – Determinants and Their Applications in Mathematical Physics.pdf
Hefferson Jim – Linear Algebra.pdf
Hoffman Kenneth, Kunze Ray – Linear Algebra (Prentice-Hall, Edition 2, 1971).pdf
Hueper – Calculus Approach To Matrix Eigenvalue Algorithms.pdf
Kandasamy Vasantha W. B. – Linear Algebra and Smarandache Linear Algebra.pdf
Kandasamy W. B. V. – Linear Algebra and Smarandache Linear Algebra.pdf
Lay D. C. – Linear Algebra And Its Applications.pdf
Mathews K. R. – Elementary Linear Algebra.pdf
Meyer C. D. – Matrix Analysis & Applied Linear Algebra.pdf
Nicholson, Keith W. – Linear Algebra with Applications (3rd ed.).pdf
Serre D. – Matrices Theory and Applications.pdf
Sharipov R. – Linear Algebra and Multidimensional Geometry.pdf
Shores T. S. – Applied Linear Algebra And Matrix Analysis.pdf
Strang G. – Linear Algebra and Its Applications (3rd ed.).pdf
Linear Algebra\
Algebra\
Analysis
Adler M. – An Introduction to Complex Analysis for Engineers.pdf
Ahlfors – Complex Analysis.pdf
Arnold Douglas – Functional Analysis.pdf
Axler, Gehring, Ribet – Foundations of Real and Abstract Analysis.pdf
Baker A. – Introduction To p-adic Numbers and p-adic Analysis.pdf
Borel A., Casselman W. – Automorphic Forms, Representations and L-Functions Part 1.pdf
Borel A., Casselman W. – Automorphic Forms, Representations and L-Functions Part 2.pdf
Borwein, Lewis – Convex Analysis and Non Linear Optimization Theory and Examples.pdf
Bulirsch R., Stoer J. – Introduction to Numerical Analysis (2nd ed.).pdf
Cain – Complex Analysis.pdf
Chen W. – Introduction to Complex Analysis Lecture Notes.pdf
Cinlar E., Vanderbei R. – Mathematical Methods of Engineering Analysis.pdf
Clarke B. – Fourier Theory.pdf
Collins G. W. – Fundamental Numerical Methods and Data Analysis.pdf
Dahlberg B., Kenig C. – Harmonic Analysis And Partial Differential Equations.pdf
de Boor – Elementary Numerical Analysis An Algorithmic Approach (3rd ed.).pdf
Flaherty Joseph E. – Finite Element Analysis (Lecture Notes, Spring 2000, Rensselaer Polytechnic Institute).pdf
Fomin S., Kolmogorov A. – Introductory Real Analysis.pdf
Goursat E., Hedrick E. R. – A Course In Mathematical Analysis Vol. 1 (Ginn and Company).pdf
Goursat Edouard, Hedrick Earle Raymond – A Course in Mathematical Analysis – Vol. I.pdf
Harmonic Analysis, Real Variable Methods Orthogonality & Oscillatory Integrals – Stein.pdf
Hiai F., Kosaki H. – Means of Hilbert Space Operators.pdf
Hille E., Phillips R. – Functional Analysis and Semi-Groups.pdf
Hoppensteadt F. – Analysis and Simulation of Chaotic Systems (2nd ed.).pdf
Houston K. – Complex Analysis.pdf
Hyland – Analysis.pdf
Ibstedt H. – Computer Analysis of Number Sequences.pdf
Jacquet H., Langlands R. – Automorphic Forms on GL(2).pdf
Jolley L. B. W. – Summation of Series (2nd rev. ed.).pdf
Kolmogorov A., Fomin S. – Introductory Real Analysis.pdf
Kuttler K. – Basic Analysis.pdf
Marsden, Ratiu, Abraham – Manifolds, Tensor Analysis and Applications (3rd ed.).pdf
Mixed Motives – M. Levine.pdf
Monotone Operators in Banach Space and Nonlinear partial differential equation – P. Showalter.pdf
Protter M. – Basic Elements of Real Analysis (1998).pdf
Protter M. – Basic Elements of Real Analysis.pdf
Real And Complex Analysis International Student edn – W. Rudin.pdf
Real Mathematical Analysis- Charles Chapman.pdf
Rudin W. – Fourier Analysis on Groups.pdf
Rugh W. J. – Nonlinear System Theory.pdf
Salem – Algebraic Numbers and Fourier Analysis.pdf
Sharipov R. – A Quick Introduction to Tensor Analysis.pdf
Smith (III) J. O. – Mathematics of the Discrete Fourier Transform.pdf
Smith M. – Principles and Applications of Tensor Analysis.pdf
Spiegel – Theory and Problems Of Fourier Analysis with Applications to Boundary Value Problems.pdf
Theory of Functions of a Real Variable – S. Sternberg.pdf
Vitali Milman – An Introduction To Functional Analysis.pdf
Wiley – An Introduction to Numerical Analysis for Electrical and Computer Engineers.pdf
Yeh J. – Real Analysis, Theory of Measure and Integration (2nd ed.).pdf
Yoshida K. – Functional Analysis.pdf
Zakon E. – Basic Math Conecpts.pdf
Zakon E. – Mathematical Analysis.pdf
Complex analysis
Alder M. D. – An Introduction to Complex Analysis for Engineers.pdf
Arnold D. N. – Complex Analysis.pdf
Cain G. – Complex Analysis.pdf
Deitmar A. – Complex Analysis.pdf
Houston K. – Complex Analysis (2003).pdf
Jacobowitz H. – Real Hypersurfaces and Complex Analysis.pdf
Complex analysis\
Analysis\
Applied mathematics
Anderson M. – The Mathematical Theory Of Cosmic Strings.pdf
Ash R. – Information Theory.pdf
Bierens H. – Introduction to the Math. and Stat. Foundations of Econometrics.pdf
Kemeny J. G., Snell J. L., Thompson G. L. – Introduction To Finite Mathematics (3rd ed.).pdf
Lipschutz S. – Theory and Problems of Finite Mathematics (Schaums Outlines).pdf
Neal R. – Probabilistic Inference Using Markov Chain Monte Carlo Methods.pdf
Tarantola A. – Inverse Problem Theory and Methods for Model Parameter Estimation.pdf
Williams G. – Chaos Theory Tamed.pdf
Applied mathematics\
Artificial Intelligence
Bayesian networks
Murphy K. P., Dynamic Bayesian Networks Representation, Inference And Learning.pdf
Neapolitan R. E., Learning Bayesian Networks.pdf
Bayesian networks\
Computer Vision
Ballard D., Computer Vision (2nd ed.).pdf
Bigun J., Vision with Direction A Systematic Introduction to Image Processing and Computer Vision.pdf
Frosyth, Ponce, Computer Vision A Modern Approach.pdf
Hartley R., Zisserman A., Multiple View Geometry in Computer Vision (2nd ed.).pdf
Jahne B., Computer Vision and Applications A Guide for Students and Practitioners.pdf
Jahne B., Handbook of Computer Vision and Applications Vol. 1 Sensors and Imaging.pdf
Jahne B., Handbook of Computer Vision and Applications Vol. 2 Signal Processing and Pattern Recognition.pdf
Jahne B., Handbook of Computer Vision and Applications Vol. 3 Systems and Applications.pdf
Lu M., Computer Modeling and Simulation Techniques for Computer Vision Problems.pdf
Nixon M. S., Feature Extraction in Computer Vision and Image Processing.pdf
Paragios N., Handbook Of Mathematical Models In Computer Vision.pdf
Ritter G. X., Handbook of Computer Vision Algorithms in Image Algebra (2nd Ed.).pdf
Shah M., Fundamentals of Computer Vision.pdf
Shapiro L., Computer Vision.pdf
Computer Vision\
Evolutionary Computation
Ashlock D., Evolutionary Computation for Modeling and Optimization.pdf
Cheung, Wong, Data Mining Using Grammar Based Genetic Programming and Applications.pdf
DeJong K., The Handbook of Evolutionary Computation.pdf
Kaufmann M., Genetic Programming, An Intro On the Automatic Evolution of Computer Programs and Apps.pdf
Koza J. R., Genetic programming Complex adaptive systems.pdf
Koza J. R., Genetic Programming Theory and Practice II.pdf
Menon A., Frontiers of Evolutionary Computation.pdf
Evolutionary Computation\
Fuzzy Systems
Banks W., Fuzzy Logic in Embedded Microcomputers and Control Systems.pdf
Buckley J. J., Simulating Continuous Fuzzy Systems.pdf
Dubois D., Prade H., Fuzzy Sets And Systems Theory And Applications.pdf
Jain L. C., Martin N. M., Fusion Of Neural Networks, Fuzzy Systems And Genetic Algorithms.pdf
Klir G. J., Yuan B., Fuzzy Sets and Fuzzy Logic Theory and Applications.pdf
Rutkowski L., Flexible Neuro-Fuzzy System Structures, Learning and Performance Evaluation.pdf
Tanaka K., Wang H. O., Fuzzy Control Systems Design and Analysis A Linear Matrix Inequality Approach.pdf
Zadeh I., Fuzzy Sets And Fuzzy Information Granulation Theory.pdf
Zadeh L. A., Fu K. S., Fuzzy Systems and Their Applications To Cognitive And Decision Processes.pdf
Fuzzy Systems\
Swarm Intelligence
Kennedy J., Swarm intelligence.pdf
Swarm Intelligence\
Artificial Intelligence\
CRC Concise Encyclopedia- Mathematics
Weisstein E. – CRC Concise Encyclopedia of Mathematics [part 1 of 4].pdf
Weisstein E. – CRC Concise Encyclopedia of Mathematics [part 2 of 4].pdf
Weisstein E. – CRC Concise Encyclopedia of Mathematics [part 3 of 4].pdf
Weisstein E. – CRC Concise Encyclopedia of Mathematics [part 4 of 4].pdf
CRC Concise Encyclopedia- Mathematics\
Cryptography
Hankerson D., Menezes A.,Vanstone S. – Guide to Elliptic Curve Cryptography.pdf
Mao Wenbo – Modern Cryptography, Theory And Practice.pdf
Menezes A., VanOorschot P., Vanstone S. – Handbook of Applied Cryptography.pdf
Mollin R. – An Introduction to Cryptography (2nd ed.).pdf
Schneier B. – Applied Cryptography (2nd ed.).pdf
Cryptography\
Differential Algebra
Ritt Joseph – Differential Algebra.pdf
Differential Algebra\
Differential Equation
Abell M., Braselton J. – Differential Equations with Mathematica.pdf
Billingham J., King A., Otto S. – Differential Equations – Linear, Nonlinear, Ordinary, Partial (Cambridge, 2003).pdf
Bronson R. – Differential Equations Crash Course.pdf
Bryant, Griffiths, Grossman – Exterior Diff Systems And Euler-Lagrange Partial Diff Eqns.pdf
Chen Z., Li R., Wu W. – Generalized Difference Methods for Differential Equations.pdf
Cohen A. – Numerical Methods for Laplace Transform Inversion (Springer, 2007).pdf
Evans L. – Introduction to Stochastic Differential Equations Ver. 1.2 (Berkeley lecture notes).pdf
Heinbockel J. – Introduction To Tensor Calculus & Continuum Mechanics.pdf
Johnson R. – Singular Perturbation Theory – Math and Analyt Technique w. appl to Engineering.pdf
Kythe P. – Partial Differential Equations and Mathematica.pdf
Logan J. D., An Introduction To Nonlinear Partial Differential Equations (2nd ed., 2008, Wiley).pdf
Mayers D., Morton K. – Numerical Solution of Partial Differetial Equations (2nd ed., Cambridge, 2005).pdf
Neta B. – Partial Differential Equations, (MA3132 lecture notes).pdf
Oksendal B. – Stochastic Differential Equations (5th ed.).pdf
Pinchover Y., Rubenstein J. – An Introduction to Partial Differential Equations (Cambridge, 2005).pdf
Schmitt, Thompson – An Introduction to Nonlinear Analysis & Differential Equations.pdf
Showalter R. – Hilbert Space Methods For Partial Differential Equations.pdf
Singer M., Put M. van der – Galois Theory of Linear Differential Equations.pdf
Solin P. – Partial Differential Equations and the Finite Element Method.pdf
Teschl G. – Ordinary Differential Equations and Dynamical Systems.pdf
Tveito A., Winther R. – Introduction to Partial Differential Equations – A Computational Approach.pdf
Vrabie I. – Differential Equations – An Intro to Basic Concepts, Results and Applications (World, 2004).pdf
Wesseling P. – An Introduction to MultiGrid Methods.pdf
Differential Equation\
Encyclopedia of Mathematics – Gale Group
Encyclopedia of Mathematics – Gale Group\
Financial Mathematics and Risk Analysis
Dewvynne, Howison, Wilmott – The Mathematics of Financial Derivatives.pdf
Hull, J. C., Options, Futures and Other Derivative Securities (2nd Edition, redsamara.com).pdf
Hull, J. C., Options, Futures and Other Derivatives Solutions.pdf
McDonald R. L., Derivatives Markets (2nd ed., Addison Wesley).pdf
Molak V. – Fundamentals of Risk Analysis and Risk Management (CRC, 1997).pdf
Osborune Martin J. – Bargaining and Markets.pdf
Staveren M. Van – Uncertainty and Ground Conditions – A Risk Management Approach (B-H, 2006).pdf
Wilmott, Howison, Dewynne – The Mathematics of Financial Derivatives (1995).PDF
Financial Mathematics and Risk Analysis\
Fractals
Addison P. – Fractals and Chaos – An Illustrated Course (1997).pdf
Kilbas A., et al. – Theory and Applications of Fractional Differential Equations (Elsevier, 2006).pdf
Liebovitch L. – Fractals and Chaos Simplified for the Life Sciences (Oxford, 1998).pdf
Fractals\
Game Theory
Alpern S., The Theory of Search Games and Rendezvous.pdf
Camerer C. F., Behavioral Game TheoryThinking, Learning, and Teaching Lctn.pdf
Cressman R., Evolutionary Dynamics and Extensive Form Games.pdf
Duffy J., Lectures Note On Game Theory.pdf
Ferguson T. S., Game Theory Text.pdf
Fudenberg D., Game Theory.pdf
Fudenberg D., The Theory Of Learning In Games.pdf
Gibbons R., Game Theory For Applied Economists.pdf
Haurie A., An Introduction to Dynamic Games Lctn.pdf
Kockesen L., Game Theory Lecture Notes.pdf
Mansour Y., Computational Game Theory Lctn.pdf
Mas-Colell, Microeconomic Theory Solution Manual.pdf
Mas-Colell, Microeconomic Theory.pdf
Osborne M. J., A Course in Game Theory Solution Manual.pdf
Osborne M. J., A Course in Game Theory.pdf
Osborne M. J., Bargaining and Markets.pdf
Osborune Martin J., A Course in Game Theory (Solution Manual).pdf
Osborune Martin J., A Course in Game Theory.pdf
Peres Y., Game Theory Instructor Lctn.pdf
Rasmusen E., An Introduction to Game Theory.pdf
Rasmusen E., Games and Information – An Introduction to Game Theory.pdf
Rubinstein A., Modeling bounded rationality.pdf
Schalk A., The Theory of Games and Game Models Lctn.pdf
Schmidt C., Game Theory and Economic Analysis A quiet revolution in economics.pdf
Stinchcombe M. B., Notes for a Course in Game Theory.pdf
Yildiz M., Game Theory Lecture Notes Introduction.pdf
Game Theory\
Graph Theory
Bondy J., Murty U. – Graph Theory With Applications.pdf
Diestel R. – Graph Theory.pdf
Nishizeki T., Rahman M. – Planar Graph Drawing.pdf
Graph Theory\
Number Theory
Apostol – Introduction To Analytic Number Theory.pdf
Baker A. – A Concise Introduction to the Theory of Numbers.pdf
Baker A. – Algebra and Number Theory.pdf
Burton David M. – Elementary Number Theory.pdf
Clark – Elementary Number Theory.pdf
Coates J. – Arithmetic Theory of Elliptic Curves.pdf
Cohen Henri – A Course in Computational Algebraic Number Theory.pdf
Cohn Harvey – Advanced Number Theory (Dover, 1962).pdf
Cohn Harvey – Advanced Number Theory.pdf
Elementary Number Theory And Primality Tests.pdf
Everest G., Ward T. – An Introduction to Number Theory (Springer, 2005).pdf
Flannery B. P., Press W. H., Teukolsky S. A., Vetterling W. T. – Numerical Recipes in C (2nd ed.).pdf
Frege G. – The Foundations of Arithmetic (2nd ed.) Revised.pdf
Gaberdiel M. – An Introduction to Conformal Field Theory [jnl article].pdf
Ghorpade – Lectures on Topics in Algebraic Number Theory.pdf
Hardy G. H., Wright E. M. – An Introduction To The Theory Of Numbers (4th Edition, 1962).pdf
Hardy, Wright – An Introduction To The Theory of Numbers.pdf
Husemoeller D. – Elliptic Curves (2nd ed.).pdf
Ibstedt H. – Mainly Natural Numbers – Studies on Sequences.pdf
Ibstedt H. – Surfing on the Ocean of Numbers.pdf
Iyanaga – Algebraic Number Theory.pdf
Jia, Matsumoto – Analytic Number Theory.pdf
Kisacanin B. – Mathematical Problems and Proofs Combinatorics, Number Theory and Geometry.pdf
Kluwer – Mathematical Problems And Proofs Combinatorics, Number Theory, and Geometry.pdf
Leo Moser – An Introduction to the Theory of Numbers.pdf
Manin I., Panchishkin A. – Introduction to Modern Number Theory Fundamental Problems, Ideas and Theories (2nd ed.).pdf
Milne J. – Algebraic Number Theory.pdf
Milne J. – M-Elliptic Curves – Notes for Math 679, University of Michigan.pdf
Nathanson M. B. – Elementary Methods in Number Theory.pdf
Newman D. J. – Analytic Number Theory.pdf
Nocedal J., Wright S. – Numerical Optimization.pdf
Numerical Recipes in Fortran 77 (2nd ed.) Vol 1.pdf
Platonov, Rapinchuk – Algebraic Groups and Number Theory.pdf
Quarteroni A., Sacco A., Saleri F. – Numerical Mathematics.pdf
Ribenboim Paul – My Numbers, My Friends – Popular Lectures On Number Theory (2).pdf
Ribenboim Paul – My Numbers, My Friends – Popular Lectures On Number Theory.pdf
Sandor J. – Geometric Theorems, Diophantine Equations and Arithmetic Functions.pdf
Santos David – Elementary Number Theory Notes.pdf
Shanks Daniel – Solved and unsolved problems in Number Theory.pdf
Shoup Victor – A Computational Introduction to Number Theory and Algebra.pdf
Smarandache F. – Only Problems Not Solutions.pdf
Stein – An Explicit Approach To Elementary Number Theory.pdf
Victor S. – A Computational Introduction To Number Theory And Algebra.pdf
Wells D. – Prime Numbers The Most Mysterious Figures in Mathematics.pdf
Yan S. Y. – Number Theory For Computing.pdf
Number Theory\
Principia Mathematica
Principia Mathematica\
Probability and Statistics
Altman D. – Statistics With Confidence (2nd edition, BMJ, 2005).pdf
Bertsekas Dimitri, Tsitsiklis John N. – Introduction To Probability.pdf
Bryc Wlodzimierz – Applied Probability and Stochastic Processes.pdf
Capinski, Kopp – Measure Integral & Probability.pdf
Congdon P. – Applied Bayesian Modelling.pdf
Drosg M. – Dealing with Uncertainties- A Guide to Error Analysis (Springer, 2007).pdf
Feller W. – An Introduction to Probability Theory and its Applications Vol I.pdf
Fukunaga K. – Introduction to Statistical Pattern Recognition (2nd ed.).pdf
Geiss – An Introduction to Probability Theory.pdf
Ghosh Jayanta – An Introduction to Bayesian Analysis (Springer, 2006).pdf
Gray R. – Probability, Random Processes, and Ergodic Properties.pdf
Grinstead C. M., Snell J. L. – Introduction to Probability (2nd ed.).pdf
Grinstead, Snell – Introduction to Probability.pdf
Hoel P. – Introduction to Mathematical Statistics (6th ed.).pdf
Hsu Hwei P. – Theory and Problems of Probability, Random Variables, and Random Processes.pdf
Jaynes E. T. – Probability Theory The Logic Of Science .pdf
Kallenberg Olav – Foundations of Modern Probability.pdf
Kallenberg Ollav – Probability and its Applications.pdf
Kinderman, Snell – Markov Random Fields And Their Applications.pdf
Kolmogorov A. N. – Foundations of the Theory of Probability.pdf
Lange K. – Applied Probability.pdf
Lee Elisa T., Wang John Wenyu – Statistical Methods for Survival Data Analysis (3rd Edition, Wiley).pdf
Montgomery, Runger – Applied Statistics And Probability For Engineers (solution).pdf
Montgomery, Runger – Applied Statistics And Probability For Engineers.pdf
Moore D. S. – The Basic Practice of Statistics (3rd ed.).pdf
Mukhopadhya Nitis – Probability And Statistical Inference.pdf
Nelson Edward – Radically Elementary Probability Theory.pdf
Papoulis – Probability, Random Variables and Stochastic Processes (3rd ed).pdf
Papoulis – Probability, Random Variables and Stochastic Processes.pdf
Peebles P. Z. – Probability, Random Variables and Random Signal Principles (2nd ed.).pdf
Picard Jean – Lectures on Probability Theory and Statistics.pdf
Recent Advances in Applied Probability – Springer.pdf
Robert C. – The Bayesian Choice (2nd edition, Springer, 2007).pdf
Ross Sheldon M. – Introduction To Probability Models (6th ed. 1997).pdf
Ross Sheldon M. – Introduction to Probability Models (7th ed. 2007).pdf
Ryan T – Modern Engineering Statistics (Wiley, 2007).pdf
Schay G. – Introduction to Probability with Statistical Applications (Birkhauser, 2007).pdf
Shafer Glenn, Vovk Vladimir – Probability and Finance – It’s only a game.pdf
Shao J. – Mathematical Statistics, Exercises and Solutions (Springer, 2005).pdf
Song P. – Correlated Data Analysis, Modeling, Analytics and Applicationlns (Springer, 2007).pdf
Soong T. T. – Fundamentals of Probability and Statistics for Engineers.pdf
Tarantola A. – Probability and Measurements.pdf
Tutorials in Probability.pdf
Zwillinger Daniel – CRC Standard Probability and Statistics Tables and Formulae.pdf
Probability and Statistics\
Ramanujan Notebooks
Ramanujan Notebooks I.pdf
Ramanujan Notebooks II.pdf
Ramanujan Notebooks III.pdf
Ramanujan Notebooks\
Stochaistic Processes and Differential Equations
Bertsekas Dimitri P. – Stochastic Optimal Control The Discrete Time Case.pdf
Bichteler Klaus – Stochastic Integration with Jumps.pdf
Bryc W. Lodzimierz – Applied Probability And Stochastic Processes.pdf
Brzezniak Z., Zastawniak T. – Basic Stochastic Processes, A Course Through Exercises (Springer, 2002).pdf
Cherny A., Englebert H. – Singular Stochastic Differential Equations.pdf
Crauel H., Gundlach M. – Stochastic Dynamics.pdf
Da Prato G., Tubaro L. – Stochastic Partial Differential Equations And Applications.pdf
Evans L. C. – Introduction To Stochastic Differential Equations.pdf
Friedman A. – Stochastic Differential Equations And Applications Vol 1.pdf
Friedman A. – Stochastic Differential Equations And Applications Vol 2.pdf
Haas P. – Stochastic Petri nets. Modelling, stability, simulation.pdf
Kannan D., Lakshmikantham V. – Handbook of Stochastic Analysis with Applications.pdf
Meyn S. – Markov Chains and Stochastic Stability.pdf
Oksenda, B. – Stochastic Differential Equations An Introduction with Applications (5th edition).pdf
Pivato Marcus – Stochastic Processes and Stochastic Integration.pdf
Pollard D. – Convergence Of Stochastic Processes.pdf
Protter – Stochastic Integration and Differential Equations (2 edition).pdf
Tijms H. C. – A First Course In Stochastic Models.pdf
Whitt Ward – Stochastic Process Limits.pdf
Stochaistic Processes and Differential Equations\
Topology
Aguilar M., Gitler S., Prieto C. – Algebraic Topology From A Homotopical Viewpoint (Springer).pdf
Alexandroff P. – Elementary Concepts In Topology.pdf
Allen, Hacher – Notes on Basic 3-manifold Topology.pdf
Brezis – Topology & Sobolev Spaces.pdf
Brin – Introduction to Differential Topology.pdf
Brin, Matthew G. – Introduction to Differential Topology.pdf
Bruzzo U. – Introduction to Algebraic Topology and Algebraic Geometry.pdf
doCarmo M. – Riemannian Geometry.pdf
Driver – Topology and Functional Analysis.pdf
Dundas – Differential Topology.pdf
Goldberg S. – Curvature and Homology, Revised Ed..pdf
Hatcher A. – Algebraic Topology.pdf
Hatcher A. – Vector Bundles and K-Theory.pdf
Hatcher Allen – Algebraic Topology (secured).pdf
Hatcher Allen – Algebraic Topology.pdf
Hill J. V., Reed G. – Open Problems In Topology.pdf
Ivanov, Kharlamov, Netsvetaev, Viro – Elementary Topology a First Course.pdf
Kaczynski , Mischaikow , Mrozek – Algebraic Topology A Computational Approach.pdf
Lee J. – Introduction to Smooth Manifolds.pdf
Lefschetz S. – Algebraic Topology.pdf
Lipschutz, Seymour – Theory and Problems of General Topology.pdf
May J. P. – A Concise Course in Algebraic Topology.pdf
McCluskey A., McMaster B. – Topology Course Lecture Notes.pdf
Morris – Differential Topology.pdf
Morris, Sidney A. – Topology Without Tears.pdf
Muller – General Topology.pdf
Munkres J. – Topology (2nd ed.).pdf
Nicolaescu – Notes On The Topology Of Complex Singularities.pdf
Riemannian Geometry, a Beginners Guide – F. Morgan.pdf
Schick – Operator Algebras and Topology.pdf
Seebach, Steen – Counterexamples In Topology.pdf
Singer, Thorpe – Lecture Notes On Elementary Topology And Geometry.pdf
Thomas, Ward – Topology Lecture Notes.pdf
Venkatamarana T. – Cohomology of Arithmetic Groups, L-Functions and Automorphic.pdf
Warner – Topics In Topology And Homotopy Theory.pdf
Yan – Topology.pdf
Zomorodian – Topology for Computing.pdf
Topology\
Mathematics\

 

نُشرت بواسطة

farahat

الــبــاجور - المـنـوفـيـة - جمهورية مصر العربية 0106331333 سهــري لتـنـقـيـح الـعـلـوم ألـذ لي من وصل غـانـيةٍ وطيـب عنـاق وصـرير أقـلامي علـى صفحـاتـهـا أحــلـــى مـن الـدّوكـاء والعـشاق وألــــذ مـن نـقـر الفـتـاة لـدفـهــا نـقـري لألـقي الـرمل عن أوراقـي وتـــمـايـلي طرباً لحـل عويصـةٍ في الدرس أشهى من مدامة ساقي وأبـــيت سـهـران الدجـى وتبيتـه نـــومــاً وتبغي بـعــد ذلـك لحاقـي

أضف تعليق

لن يتم نشر عنوان بريدك الإلكتروني. الحقول الإلزامية مشار إليها بـ *

يمكنك استخدام أكواد HTML والخصائص التالية: <a href="" title=""> <abbr title=""> <acronym title=""> <b> <blockquote cite=""> <cite> <code> <del datetime=""> <em> <i> <q cite=""> <strike> <strong>