මගේ ගාව මේ පහල තියනපොත් ඕක්කොම තියනවා. මේවා ඔක්කෝම එකම එක ටොරන්ට් එකක තියෙන්නේ. හැබැයි එක එක නම් ගන්න බෑ මුලු ISO එකම ගන්න ඕනේ. ඔයාලට අත්යවශ්ය පොත් තියනවානම් කියන්න. මම අප්ලෝඩ් කරලා දෙන්නම් මගේ සයිට් එකට. නැත්තම් ඔක්කෝම පොත් ටික අරගන්න ටොරන්ට් ෆයිල් දෙකක් මම දෙන්නම් ගිගාබයිට් 9 ටොරන්ට් එකේ මේ ටිකත් එක්ක වැඩි පුරත් තියනවා. අනිකේ ගිගාබයිට් 4යි. ගණිතය ඉගෙන ගන්න ඕනේනම් මම ඕන කෙනෙක්ට උදව් කරනවා. පොත් ඕනේ නම් කියන්න.

Algebra :

A Computational Introduction To Number Theory And Algebra – Victor Shoups

A course in computational algebraic number theory – Cohen

A Course in Homological Algebra – P. Hilton, U. Stammbach

A Course In Universal Algebra – S. Burris and H.P. Sankappanavar

A First Course In Linear Algebra – Robert A. Beezer

A First Course in Noncommutative Rings – T. Lam

A Primer of Algebraic D-modules – S. Coutinho

Abel’s Theorem in Problems and Solutions – V.B. Alekseev

Abstract Algebra – the Basic Graduate Year – R. Ash

Advanced Modern Algebra – Joseph J. Rotman

Algebra & Trigonometry Graphs & Models 3rd ed – Marvin L. Bittinger

Algebra Abstract – Robert B. Ash

Algebra Demystified – Rhonda Huettenmueller

Algebra I Basic Notions Of Algebra – Kostrikin A I , Shafarevich I R

Algebra Sucsess In 20 Minutes a Day – LearningExpress

Algebraic D-modules – A. Borel et. al

Algebraic Groups and Discontinuous Subgroups – A. Borel, G. Mostow

Algebraic Surfaces and Holomorphic Vector Bundles – R. Friedman

Algorithmic Algebra – B. Mishra

Algorithms for Computer Algebra – K. Geddes, S. Czapor, G. Labahn

An Elementary Approach to Homological Algebra – L. Vermani

An Introduction To Linear Algebra – Kenneth Kuttler

Applications of Abstract Algebra with MAPLE – R. Klima, N. Sigmon, E. Stitzinger

Applied Linear Algebra And Matrix Analysis – Thomas S. Shores

Applied Numerical Linear Algebra – James W. Demmel

Bialgebraic Structures – W. Kandasamy

Calculus approach to matrix eigenvalue algorithms – Hueper

Commutative Algebra 2nd ed. – H. Matsumura

Commutative Ring Theory – H. Matsumura

Compact Numerical Methods for Computers Linear Algebra and Function Minimisation 2Ed – Adam Hilger

Computational Commutative Algebra – Kreuzer and Robbiano

Computer Algebra and Differential Equations – E. Tournier

Determinants and Their Applications in Mathematical Physics – R. Vein, P. Dale

Differential Galois Theory – M. van der Put, M. Singer

Elementary Linear Algebra – K. R. MATTHEWS

Elements of Abstract and Linear Algebra – E. H. Connell

Fileds and Galois Theory [jnl article] – J. Milne

fundamental problems in algorithmic algebra – chee keng yap

Galois Theory 2nd ed. – E. Artin

Group Characters, Symmetric Functions and the Hecke Algebras – D. Goldschmidt

Handbook of Algebra Vol 1 – M. Hazewinkel

Handbook of Algebra Vol 2 – M. Hazewinkel

Hankel and Toeplitz Matrices and Forms – I. Iohvidov

Homotopical Algebra – D. Quillen

Intro Abstract Algera – P.Garret

Introduction to Commutative Algebra – M. Atiyah, I. Macdonald

Invitation to Higher Local Feilds – I. Fesenko, M. Kurihara

Lectures on Matrices – wedderburn

Linear Algebra – Jim Hefferon

Linear algebra 3ed – Greub, W.H

Linear Algebra And Its Applications – David C Lay

Linear Algebra and Its Applications 3e – Gilbert Strang

Linear Algebra and Multidimensional Geometry – R. Sharipov

LINEAR ALGEBRA and SMARANDACHE LINEAR ALGEBRA – w. b. vasantha kandasamy

Linear Algebra Done Right, 2nd Ed – Sheldon Axler

Linear Algebra Gateway to Mathematics – Robert Messer

Linear Algebra with Applications 3rd Edition – Nicholson, W. Keith

Linear Algebra, 2Nd Edition – Kenneth Hoffmann And Ray Kunze

Linear algebraic groups 2ed – Borel A

Logic and Boolean Algebra – Kathleen and Hilbert Levitz

Matrices Over Commutative Rings – W. Brown

Matrices theory and applications – Serre D.

Matrix Analysis & Applied Linear Algebra – Carl D Meyer

Matrix Theory – [jnl article] – T. Banks

Methods of Homological Algebra – S. Gelfand, Y. Manin

Modern Algebra With Applications 2Ed – Gilbert, Nicholson

Modern Computer Algebra – Von Zur Gathen, Gerhard

Operator Algebras and Quantum Statistical Mechanics V1 2nd ed. – O. Bratelli.djv

Operator Algebras and Quantum Statistical Mechanics V2 2nd ed. – O. Bratelli.djv

Polynomials and Polynomial Inequalities

Quadratic Forms and their Applications

Ring of Quotients – Introduction to Methods of Ring Theory – Bo Stenstrom

SCHAUM’S OUTLINE OF THEORY AND PROBLEMS OF LINEAR ALGEBRA Second Edition – SEYMOUR LIPSCHUTZ

Schemes – D. Eisenbud, J. Harris

SMARANDACHE FUZZY ALGEBRA – W. B. Vasantha Kandasamy

Smarandache Loops – W. Kandasamy

Smarandache Near-Rings – W. Kandasamy

Smarandache Rings – W. Kandasamy

Smarandache Semirings, Semifields,Semi Vector Spaces – W. Kandasamy

Structure and Representation of Jordan Algebras – N. Jacobson

The Algebraic Theory of Spinors and Clifford Algebras – C. Chevalley

The Theory Of Algebraic Numbers 2nd ed. – H. Pollard, H. Diamond

Toposes, Triples and Theories – M. Barr, W. Wells

Treatise on Quantum Clifford Algebras – Fauser

Vector Math for 3D Computer Graphics – Interactive Tutorial

Workbook in Higher Algebra – David Surowski

Algebraic geometry :

Abelian Varieties – D. Mumford

Algebraic Curves and Riemann Surfaces – R. Miranda

Algebraic Geometry – D. Bump

Algebraic Geometry – Js Mine

Algebraic Geometry – R. Hartshorne

Algebraic geometry I-V – Shafarevich I.R

Algebraic Geometry I. From Algebraic Varieties to Schemes – K. Ueno

Combinatorial Convexity and Algebraic Geometry – G. Ewald

Commutative Algebra, with a View Toward Algebraic Geometry – D. Eisenbud

Computational Algebraic Geometry – F. Eyssette, A. Galligo

Current Trends in Arithmetical Algebraic Geometry – K. Ribet

Geometric Algebra – E. Artin

Geometric Algebra and its Application to Mathematical Physics – C. Doran

Geometry of Algebraic Curves (vol 1) – E. Arabello, M. Cornalba, P. Griffiths, J. Harris

Introduction to Algebraic Geometry – Dolgachev

Mirror Symmetry and Algebraic Geometry – D. Cox, S. Katz

Moduli of Curves – J. Harris, I. Morrison

Positivity In Algebraic Geometry – R. Lazarsfeld

Real Algebraic Geometry – J. Bochnak, M. Coste, M. Roy

Zeta Functions, Introduction to Algebraic Geometry – Thomas

Analysis :

A Course of Higher Mathematics vol 1 – V. Smirnov

A Course of Higher Mathematics vol 2 – V. Smirnov

A Course of Modern Analysis 4th ed. – E. Whittaker, G. Watson

A Quick Introduction to Tensor Analysis – R. Sharipov

Acourse of pure mathematics – Hardy

Algebraic Numbers and Fourier Analysis – Salem

An Introduction to Complex Analysis for Engineers – M. Adler

An Introduction To Functional Analysis – Vitali Milman

An Introduction to Numerical Analysis for Electrical and Computer Engineers – Wiley

Analysis – Hyland

Analysis and Simulation of Chaotic Systems 2nd ed. – F. Hoppensteadt

Applied and Computational Complex Analysis Vol 1 – P. Henrici

Applied and Computational Complex Analysis Vol 2 – P. Henrici

Applied Nonlinear Analysis – A. Sequeira, H. da Vega, J. Videman.djv

Automorphic Forms on GL(2) – H. Jacquet, R. Langlands

Automorphic Forms, Representations and L-Functions Part 1 – A. Borel, W. Casselman

Automorphic Forms, Representations and L-Functions Part 2 – A. Borel, W. Casselman

Basic Analysis – K. Kuttler

Basic Elements of Real Analysis – M. Protter

Basic Math Conecpts – E. Zakon

Complex Analysis – Ahlfors

Complex Analysis – cain

Complex Analysis – K. Houston

Complex Analysis 2nd ed. – L. Alhford

Computer Analysis of Number Sequences – H. Ibstedt

Convex Analysis and Non Linear Optimization Theory and Examples – Borwein,Lewis

Differential Inequalities – J. Szarski.djv

Elementary Numerical Analysis An Algorithmic Approach, 3rd Ed – de Boor

Finite Element Analysis Theory and Application with ANSYS – S. Moaveni

Foundations of Algebra and Analysis – C. Dodge

Foundations of modern analysis – Friedman

Foundations of Real and Abstract Analysis – Axler , Gehring , Ribet

Fourier analysis on groups – Rudin, Walter

Fourier Theory – B. Clarke

Functional Analysis – K Yoshida

Functional Analysis – W. Rudin

Functional Analysis and Semi-Groups – E. Hille, R. Phillips

Functional Equations in a Single Variable – M. Kuczma.djv

Functional Operators, Vol.1 – Measures and Integrals – J. von Neumann

Functions of One Complex Variable 2nd ed. – J. Conway

Fundamental Numerical Methods and Data Analysis – G. W. Collins

Harmonic Analysis And Partial Differential Equations – B. Dahlberg, C. Kenig

Harmonic Analysis on Semisimple Lie Groups – V. Varadarajan.djv

Harmonic Analysis, Real Variable Methods Orthogonality & Oscillatory Integrals – Stein

Homeomorphisms in Analysis – C. Goffman, T. Nishiura, D. Waterman.djv

Integral Equations – A Practical Treatment – D. Porter, D. Stirling.djv

Integral Equations – H. Hochstadt.djv

Introduction to Complex Analysis – R. Nevanlinna, V. Paatero

Introduction to Complex Analysis Lecture notes – W. Chen

Introduction to Numerical Analysis 2 ed – J.Stoer,R.Bulirsch

Introduction To p-adic Numbers and p-adic Analysis – A. Baker

Introduction to the theory of Fourier’s series and integrals 2ed- Carslaw H.S.

Introductory Real Analysis – A. Kolmogorov, S. Fomin

Manifolds, Tensor Analysis and Applications 3rd ed. – Marsden, Ratiu and Abraham

Mathematical analysis – Apostol T.M.

Mathematical Analysis – E. Zakon

Mathematical Methods of Engineering Analysis – E. Cinlar, R. Vanderbei

Mathematics of the Discrete Fourier Transform

Means of Hilbert Space Operators – F. Hiai, H. Kosaki

Measure And Integral an introduction to Real analysis – Wheeden and Zygmund,

Mixed Motives – M. Levine

Monotone Operators in Banach Space and Nonlinear partial differential equation – P. Showalter

Nonlinear System Theory – W. Rugh

Notions of Convexity – L. Hoermander

p-adic numbers, p-adic analysis, and zeta-functions 2nd ed. – N. Koblitz

Partial Differantial Equations and Fourier Analysis an Introduction – K. Tung

Principles and Applications of Tensor Analysis – M. Smith

Principles of Mathematical Analysis 3ed – Rudin W

Real And Complex Analysis International Student edn – W. Rudin

Real and complex analysis third edition – Rudin

Real Mathematical Analysis- Charles Chapman

Summation of Series 2nd rev. ed. – L. B. W. Jolley

The Elements of Real Analysis – R. Bartle

The Theory Of The Riemann Zeta-Function -Titshmarch

theory and Problems Of Fourier Analysis with Applications to Boundary value problems – Spiegel

Theory of Functions of a Real Variable – S. Sternberg

Vector and Tensor Analysis with Applications – A. Borisenko and I.Tarapov

Applied mathematics :

A First Course On Wavelets – E. Hernandez, G. Weiss

Applied Mathematics – P. Oliver, C. Shakiban

Chaos Theory Tamed – G. Williams

Classification of Nuclear C-algebras – Entropy in Operator Algebras

Explaining Chaos – P. Smith

Fundamentals of Wavelets – Theory, Algorithms, and Applications – J. Goswami, A. Chan

Information Theory – R. Ash

Intro to the Math. and Stat. Foundations of Econometrics – H. Bierens

Introduction To Finite Mathematics, 3Rd Edition

Inverse Problem Theory and Methods for Model Parameter Estimation – A. Tarantola

Linear Programming – Foundation and Extensions 2nd ed. – R. vanderbei

Mathematics of Quantum Computation – Chen and Brylinski

Probabilistic Inference Using Markov Chain Monte Carlo Methods – R. Neal

Renormalization Groups – G. Benfatto, G. Gallavotti

The Mathematical Theory Of Cosmic Strings – M. Anderson

Theory and Problems of Finite Mathematics (Schaums Outlines) – S. Lipschutz

calculus :

A Treatise On The Differential Calculus with numerous examples – Todd Hunter

Advanced Calculus – a Differential Forms Approach – H. Edwards

Advanced Calculus – Widder D.V.

Advanced Calculus 2Ed , 1990 – Loomis L H , Sternberg S

Advanced Calculus 2Nd Ed – wrede & Spiegel

Advanced Calculus 3rd Edition – Taylor Angus & Wiley.Fayez

Advanced Calculus and Analysis – Ian craw

Advanced Calculus fifth edition – Wilfred Kaplan

Advanced Calculus of real valued functions of real variable and vectored valued functions of a vector variable – Sagan

Advanced Calculus With Applications In Statistics – A Khuri

An introduction to the fractional calculus and fractional differential equations – Miller K.S., Ross B.

Calculus 5th Edition – James Stewart solution

Calculus 5th Edition – James Stewart

Calculus Bible

Calculus Concepts and Contexts 2nd Ed – James Stewart

Calculus Demystified – Krantz

Calculus for the Clueless – Calc.I – Bob Miller’s

Calculus for the Clueless, Calc II – Bob Millers

Calculus For The Utterly Confused – Oman

CALCULUS OF FINITE DIFFERENCES – jordan

Calculus of Variations & Optimal Control – Sasane

Calculus of Variations & Solution Manual – Russak

Calculus Of Variations, With Applications To Physics And Engineering – Weinstock R

Calculus on manifolds – Spivak, M.

Calculus With Complex Numbers – Read

Calculus Workbook For Dummies – Mark Ryan

Calculus, applications and theory – K Kuttler

Derivatives and Integrals Chart (basic)

Dictionary of analysis, calculus, and differential equations – Gibilisco

Differential Forms, a Complement to Vector Calculus – S. Weintraub

Elementary calculus an infinitesimal approach 2ed – Keisler H.J.

Elementary Textbook on the Calculus – Snyder

Foundations Of Differential Calculus – Euler

Foundations Of Infinitesimal Calculus 2nd ed. – K. Stroyan

From Calculus to Chaos – D. Acheson

Functional Calculus of Pseudo-Differential Boundary Problems – Birkhauser

Geometric Approach to Differential Forms – D. Bachman

Handbook Of Integral Equations – A. Polyanin, A. Manzhirov

How To Solve Word Problems In Calculus – Don

INTRODUCTION TO THE CALCULUS OF VARIATIONS – Bernard Dacorogna

Introduction To The Calculus Of Variations – Byerly 1917

Master Math Pre-Calculus And Geometry – Debra Ross

Mathematical Background Foundations of Infinitesimal Calculus 2nd Ed – K. D. Stroyan

Mlulti Variable Calculus and Linear Algebra, with Applications to DifFeren tial Equations and Probability SECOND EDITION – Apostol

Multivariate Calculus – Alder

On the Shoulders of Giants A Course in Single Variable Calculus – Smith & Mcleland

One-Variable Calculus, with an Introduction to Linear Algebra SECOND EDITION vol I – Apostol

Quantum calculus – Kac V. & Cheung P.

Rings of Differential Operators – J. Bjoerk.djv

Ryerson Calculus & Advanced Functions – McGraw-Hill

Selected Chapters In The Calculus Of Variations – Moser J

The Fractional Calculus Theory And Applications Of Differentiation And Integration To Arbitrary Order – Oldham K B , Spanier J

Theory and Problems of ADVANCED CALCULUS Second Edition – WREDE & SPIEGE

Theory and Problems of Beginning Calculus Second Edition – Elliott Mendelson

THEORY AND PROBLEMS OF DIFFERENTIAL AND INTEGRAL CALCULUS Third Edition – AYRES & MENDELSON

Vector Calculus – Theodore Voronov

CRC Concise Encyclopedia of Mathematics :

CRC Concise Encyclopedia of Mathematics [part 1 of 4] – E. Weisstein

CRC Concise Encyclopedia of Mathematics [part 2 of 4] – E. Weisstein

CRC Concise Encyclopedia of Mathematics [part 3 of 4] – E. Weisstein

CRC Concise Encyclopedia of Mathematics [part 4 of 4] – E. Weisstein

Cryptography :

Applied Cryptography 2nd ed. – B. Schneier

Cryptography Theory And Practice – Douglas Stinson.chm

Guide to Elliptic Curve Cryptography – D. Hankerson, A. Menezes, S. Vanstone

Handbook of Applied Cryptography – A. Menezes, P. VanOorschot, S. Vanstone

Modern Cryptography Theory And Practice – Wenbo Mao

Differential Algebra :

Differential Algebra – Joseph Ritt

Differential Algebra and Algebraic Groups – E. Kolchin

Differential Algebra and Diophantine Geometry – A. Buium

Differential Algebraic Groups – E. Kolchin

Differential Algebraic Groups of Finite Dimension – A. Buium

Differential Function Fields and Moduli of Algebraic Varieties – A. Buium

Differential Geometry :

An Introduction To Differential Geometry With Use Of Tensor Calculus – Eisenhart L P.djv

Classical differential geometry of curves and surfaces – Varliron G.

Complex Analytic and Differential Geometry – J. Demailly

Complex Analytic Differential Geometry – Demailly

Course of Differential Geometry – R. Sharipov

Differential and Physical Geometry – J. Lee

Differential Geometry in Physics – G. Lugo

Foundations of Differential Geometry – P. Michor

Foundations of Differential Geometry vol 1 – Kobayashi, Nomizu

Introduction to Differential Geometry & General Relativity – waner

Lectures on Differential Geometry – S. Chen, W. Chen, K. Lam

Minkowski Geometry – A. Thompson

Modern Differential Geometry for Physicists 2nd ed. – C. Isham

Natural Operations in Differential Geometry – Ivan ,Peter, Jan

differentials equations :

A First Course in Partial Differential Equations with complex variables and transform methods – H. Weinberger

A Treatise on Differential Equations 2nd ed. – A. Forsyth.djv

An Introduction to MultiGrid Methods – P. Wesseling

Difference Equations and Inequalities – Theory, Methods, and Applications 2nd ed. – P. Agarwal.djv

Differential Equations Crash Course – R. Bronson

Differential Equations From the Group Standpoint – L. Dickson.djv

Differential Equations with Mathematica – M. Abell, J. Braselton

Differential Equations, Dynamical Systems and Linear Algebra – M. Hirsch, S. Smale.djv

Differential Subordinations, Theory and Applications – S. Miller, P. Mocanu.djv

Elementary Differential Equations and boundry value problems 7th ed. – W. Boyce, R. Diprima

Exterior Diff Systems And Euler-Lagrange Partial Diff Eqns – Bryant, Griffiths and Grossman

Galois Theory of Linear Differential Equations – M. van der Put, M. Singer

Generalized Difference Methods for Differential Equations – R. Li, Z. Chen, W. Wu

Hilbert Space Methods For Partial Differential Equations – R. Showalter

Introduction to Partial Differential Equations – A Computational Approach – A. Tveito, R. Winther

Introduction to Stochastic Differential Equations v1.2 (Berkeley lecture notes) – L. Evans

Introduction To Tensor Calculus & Continuum Mechanics – J. Heinbockel

Linear Diff Eqns in the Complex Domain – Problems of Analytic Continuation Y. Sibuya.djv

Mesh-free Methods – Moving Beyond Finite Element Methods – G. Liu

Nonlinear Analysis & Differential Equations, An Introduction – Schmitt & Thompson

Nonlinear Partial Differential Equations – G. Chen, E. DiBenedetto.djv

Numerical Methods for Ordinary Differential Equations – J.C. Butcher

Numerical Methods for Partial Differential Equations 2nd ed. – W. Ames

Ordinary Differential Equations – P. Hartman.djv

Ordinary Differential Equations – V. Arnold.djv

Ordinary Differential Equations and Dynamical Systems – G. Teschl

Ordinary Differential Equations, with Intro to Lie Theory – J. Page

Partial Differential Equations – L. Evans

Partial Differential Equations and Mathematica – P. Kythe

Partial differential equations and the finite element method – Pave1 Solin

Partial Differential Equations Vol 1 – Basic Theory – M. Taylor.djv

Partial Differential Equations Vol 2 – Qualitative Studies of Linear Equations – M. Taylor.djv

Partial Differential Equations Vol 3 – Nonlinear Equations – M. Taylor.djv

Partial Differential Equations, (MA3132 lecture notes) – B. Neta (

Singular Perturbation Theory – Math and Analyt Technique w. appl to Engineering – R. Johnson

Stochastic Differential Equations 5th ed. – B. Oksendal

The Qualitative Theory of Ordinary Diff. Equations – F. Brauer, H. Nohel

Discrete Mathematics :

A First Course in Discrete Mathematics 2nd ed – ANdersonn

Advanced Combinatorics (revised) – L. Comtet

Algorithm theory – Penttonen,Meineche

Algorithms – R. Sedgewick

Algorithms and Complexity – wilf

Combinatorics – Topics, Techniques and Algorithms – P. Cameron

Combinatorics 2nd ed. – R. Merris

Concrete Mathematics – R. Graham, D. Knuth, O. Patashnik

Discrete Math in Computer Science – Bogart , Stein

Discrete Mathematics – Chen

Discrete Mathematics – Yale

Discrete Mathematics And Its Applications 4Th Ed – Rosen

Discrete Mathematics for New Technology Second Edition – Garnier , Taylor

Generatingfunctionology – H. Wilf

Handbook of Combinatorics Vol 2 – R. Graham, M. Grotschel, L. Lovasz

Handbook of discrete and combinatorial mathematics – Crc Press

Introduction to Algorithms 2nd ed. – MIT Faculty

Introduction to Genetic Algorithms for Scientists and Engineers – D. Coley

Monte Carlo Concepts, Algorithms and Applications – G. Fishman

Probabilistic methods in algorithmic discrete mathematics – Springer

Representations for Genetic and Evolutionary Algorithms 2nd ed. – F. Rothlauf

Dynamical Systems :

Dynamical Systems – G. Birkhoff

Dynamical Systems and Fractals – Computer Graphics Exper. in Pascal – K. Becker, M. Dorfler

Elementary Catastrophe Theory – P. Michor

Encyclopedia of Mathematics – Gale Group :

Encyclopedia of Mathematics – Gale Group (Vol.1 Ab-Cy)

Encyclopedia of Mathematics – Gale Group (Vol.2 Da-Lo)

Encyclopedia of Mathematics – Gale Group (Vol.3 Ma-Ro)

Encyclopedia of Mathematics – Gale Group (Vol.4 Sc-Ze)

Category Theory :

Basic Category Theory for Computer Scientists – B. Pierce.djv

Categories for the Working Mathematician – S. Maclane.djv

Logic :

A Concise Introduction To Logic – Hurley 7th ed

Bridge to Abstract Math – Mathematical Proof and Structures, 1st Ed. – R. Morash

Fuzzy Logic A Practical Approach – F. Martin McNeill, Ellen Thro

Handbook of Philosophical Logic vol 9

Handbook of the Logic of Argument & Inference-01–Gabbay-p506

Introduction to Linear Logic – T. Brauner

Language Proof And Logic – Barwise,Etchemendy

Logic for Everyone – R. Herrmann

Relevant and Substructural Logic – Greg Restall

Schaum’s Outline of Logic – John Nolt,Dennis Rohatyn,Achille Varzi

Set Theory :

Introduction to set theory 3ed – Hrbacek K., Jech T.

Lectures in Logic and Set Theory Volume I Mathematical Logic – George Tourlakis.djv

Lectures In Logic And Set Theory Volume II Set Theory – George Tourlakis.djv

Logic, Computation and Set Theory – Forster, T.

Fun :

Abel’s Proof – Essay on the Sources and Meaning of Mathematical Unsolvability – P. Pesic

Breakthroughs in Mathematics – P. Wolff

Math Wonders to Inspire Teachers and Students

Prime Numbers – The Most Mysterious Figures in Math

The Art of the Infinite – The Pleasures of Math

The Riemann Hypothesis The Greatest Unsolved Problem in Mathematics . – J. Derbyshire.djv

Wiley Mathematical Journeys

Geometry :

Euclid’s Elements

Algebraic geometry a first course – Harris.J

Computational Geometry algorithms and applications 2d ed – De berg

Computational Geometry in C – J o’orourk

Computational Geometry Methods And Applications – chen

Conceptual Spaces The Geometry Of Thought – Gardenfors.chm

Exploring Analytic Geometry with Mathematica – D. Vossler

Exploring analytic geometry with Mathematica – Vossler

Fractal Geometry Mathematical Foundations & Applications – Falconer

Fundamentals of College Geometry 2nd ed. – E. M. Hemmerling

Fundamentals of Mathematics Vol.2, Geometry – Behnke, Bachmann

Geometric Models for Noncummutative Algebras – A.da Silva, A. Weinstein

Geometry Asymptotics – Guillemin,Sternberg

Glimpses of Algebra and Geometry, 2nd Edition – Verlag

Handbook of discrete and computational geometry and its applications – Rosen

Introduction to geometry 2ed – coxeter

Introduction to Lie groups and symplectic geometry – Bryant R.L.

Mirrors and Reflections- The Geometry of Finite Reflection Groups – A. Borovik, A. Borovik

Non-Euclidean Geometry 6th ed. – H.S.M. Coxeter

Plane Analytic Geometry With Differential Calculus – Maxime Bocher

Sphere Packings – C. Zong

The Geometry & Topology of 3-Manifold – Thurston

The Geometry of Hamilton and Lagrange Spaces – Miron, Hrimiuc, Shimara, Sabau.

The Geometry of Schemes – Eisenbud D., J.Harris.

Treatise of plane geometry through geometric algebra – Calvet R.G. –

Trigonometry :

Mathematics, Trigonometry – NAVEDTRA 14140

Notes from Trigonometry – S. Butler

Plane and Spherical Trigonometry – C. Palmer, C. Leigh

Teach Yourself Trigonometry

Trigonometry Demystified – S. Gibilisco

Graph Theory :

Graph Theory – R. Diestel

Graph Theory With Applications – J. Bondy, U. Murty

Planar Graph Drawing – T. Nishizeki, M. Rahman

Group Theory :

Abstract Theory of Groups – O. Schmidt

An Elementary Introduction to Groups and Representations – B. Hall

Buildings and Classical Groups – P. Garrett

Cohomological Topics in Group Theory – K. Gruenberg

Galois Theory 2nd ed. – E. Artin

Group Theory (Lie’s, Tracks and Exceptional Groups) – P. Cvitanovic

Group Theory Exceptional Lie Groups As Invariance Groups – P. Cvitanovic

Group Theory [jnl article] – J. Milne

Groupoids. and Smarandache Groupoids – W. Kandasamy

Introduction To Groups, Invariants and Particles

Introduction to the Theory of Groups – G. Polites

Isometric Actions of Lie Groups and Invariants [jnl article] – P. Michor

Lectures on Lie Groups – D. Milicic

Lie Algebras – S. Sternberg

Linear Algebraic Groups – A. Borel

Problems in Group Theory – J. Dixon

Quantum Groups and Knot Algebra – T. Dieck

Representation Theory – A First Course – W. Fulton, J. Harris

Representation Theory of Lie groups – M. Atiyah et al.

Smarandache Semigroups – W. Kandasamy

The Classification of the Finite Simple Groups – D. Greenstein, R. Lyons, R. Solomon

The Theory of Groups – H. Bechtell

the Theory of Groups 2nd ed. Vol.1 – A. Kurosh

Theory Of Groups of Finite Order – W. Burnside

Math For Engineers :

Advanced Mathematical Methods for Scientists and Engineers – C. Bender, S. Orszag.djv

CRC Press – Dictionary of Applied Math for Engineers and Scientists – D. Clark

CRC Press – Elem. Math. and Comp. Tools for Engineers using MATLAB – J. Manassah

Engineering Mathematics 4th ed. – J. Bird

Essential Math Skills for Engineering, Science and Appl Math – S. Barry, S. Davis.djv

Intro to Methods of Appl. Math – Adv Math Methods for Scientists and Engineers – S. Mauch

Math – Functional and Structural Tensor Analysis for Engineers – Brannon

Math methods in physics and engineering with Mathematica – F. Cap

Math. and Phys. Data – Equations and Rules of Thumb – S. Gibilisco

Mathematical Methods of Classical Mechanics, 2nd ed., – V. I. Arnold

Mathematics for Electrical Engineering and Computing – M. Attenborough

Mathematics of Quantum Computation – G. Chen, R. Brylinski (eds)

Methods of Mathematical Physics Vol 3 – Scattering Theory – M. Reed

Number theory :

A Computational Introduction to Number Theory and Algebra – Victor Shoup

A Concise Introduction to the Theory of Numbers- Baker A.

A Course in Arithmetic (graduate level) – J. Serre

A course in computational algebraic number theory – Cohen H.

A Course in Number Theory and Cryptography 2 ed – Neal Koblitz

A Course In Number Theory And Cryptography 2Ed – Koblitz N

Advanced Number Theory – Cohn

Algebra and number theory – Baker A.

Algebraic Groups and Number Theory – Platonov & Rapinchuk

Algebraic Number Theory – IYANAGA

ALGEBRAIC NUMBER THEORY – MILNE

Algorithmic Methods In Algebra And Number Theory – Pohst M

Algorithmic number theory – Cohen H.

Algorithmic number theory, vol. 1 Efficient algorithms – Bach E., Shallit J.

An Explicit Approach To Elementary Number Theory – stein

An Introduction to Conformal Field Theory [jnl article] – M. Gaberdiel

AN INTRODUCTION TO THE THEORY OF NUMBERS – hardy & wright

An Introduction to the Theory of Numbers – Leo Moser

An introduction to the theory of numbers 5ed – Niven I., Zuckerman H.S., Montgomery H.L.

Analytic number theory – Iwaniec H.,Kowalski E.

Analytic Number Theory – Newman D.J.

Analytic Number Theory- Jia & Matsumoto

Arithmetic Theory of Elliptic Curves – J. Coates

Computational Algebraic Number Theory – Pohst M E

Computational excursions in analysis and number theory – Borwein P.

Contributions to the Founding of the Theory of Transfinite Numbers – Georg Cantor

Definitions, Solved And Unsolved Problems, Conjectures and Theorems, In Number Theory And Geometry – Smarandache F

Elementary Methods in Number Theory – Nathanson M.B

Elementary Number Theory – Clark

Elementary Number Theory – David M. Burton

Elementary Number Theory And Primality Tests

Elementary Number Theory Notes – santos

Elementary theory of numbers – Sierpinski W.

Elliptic Curves – Notes for Math 679 – J. Milne, U. Michigan

Elliptic Curves 2nd ed. – D. Husemoeller

Geometric Theorems, Diophantine Equations and Arithmetic Functions – J. Sandor

History of the theory of numbers Vol.2. – Dickson L.E.

Introduction To Analytic Number Theory – Apostol

Introduction to Modern Number Theory Fundamental Problems, Ideas and Theories 2nd Edition – Manin I., Panchishkin A

Introduction to p-adic numbers and valuation theory- Bachman G.

Introduction to the Theory of Numbers 4th ed. – G. Hardy, E. Wright

Lectures on topics in algebraic number theory – Ghorpade

Mainly Natural Numbers – Studies on Sequences – H. Ibstedt

Math. problems and proofs combinatorics, number theory and geometry – B. Kisacanin

Mathematical Problems And Proofs Combinatorics, Number Theory, and Geometry – Kluwer Academic

My Numbers, My Friends – Popular Lectures on Number Theory

My Numbers,My Friends Popular Lectures On Number Theory – Ribenboim

Number Theory – Z.Borevitch, I. Shafarevich

Number theory for beginners – Weil A.

Number theory for computing – Yan S Y.

Numerical Mathematics – A. Quarteroni, A. Sacco, F. Saleri

Numerical Methods for Engineers and Scientists 2nd ed. – J. Hoffman

Numerical Optimization – J. Nocedal, S. Wright

Numerical Recipes in C – The Art Of Scientific Computing 2nd ed.

Numerical Recipes in Fortran 77 2nd ed. Vol 1

Old And New Problems And Results In Combinatorial Number Theory – Erdos, P.&Graham, R.L

Only Problems Not Solutions – F. Smarandache

Prime Numbers The Most Mysterious Figures in Math – D. Wells

Problems In Algebraic Number Theory 2Ed – Murty M , Esmonde J

SOlved and unsolved problems in Number Theory – Daniel Shanks

Surfing on the Ocean of Numbers – H. Ibstedt

Survey Of Diophantine Geometry – Serge Lang

The elements of the theory of algebraic numbers – Hilbert.djv

The Foundations of Arithmetic 2nd ed. revised – G. Frege

The New Book Of Prime Number Records 3rd ed. – P. Ribenboim

The Theory of algebraic numbers sec ed – Pollard H., Diamond H.G.

the theory of functions and sets of natural numbers – Odifreddi, P

Three Pearls of Number Theory – Khinchin

Transcendental number theory – Baker A.

Unsolved Problems In Number Theory 2 Ed – R K Guy.djv

Probability and statistics :

A Course In Probability Theory – Chung K L

An Introduction to Probability Theory – Geiss

An Introduction to Probability Theory and its Applications Vol I – Feller W.

Applied Bayesian Modelling – P. Congdon

Applied Probability – Lange K.

Applied Probability and Stochastic Processes – Bryc

Applied Statistics And Probability For Engineers – Montgomery && Runger

Applied Statistics And Probability For Engineers solution – Montgomery && Runger

CRC – standard probability and Statistics tables and formulae – DANIEL ZWILLINGER

Foundations of Modern Probability – Olav Kallenberg

Foundations of the Theory of Probability – A.N. KOLMOGOROV

Fundamentals of Probability and Statistics for Engineers – T T Soong

Introduction to Mathematical Statistics 6th ed. – P. Hoel

Introduction To Probability – Dimitri Bertsekas And John N Tsitsiklis

Introduction to Probability – Grinstead & Snell

Introduction to Probability 2nd Ed – C M Grinstead & J L Snell

Introduction To Probability Models Sixth Ed -Sheldon M ross

Introduction to Statistical Pattern Recognition 2nd ed. – K. Fukunaga

Lectures on Probability Theory and Statistics – Jean Picard

Markov Random Fields And Their Applications – kinderman & snell

Mathematics, Pre-Calculus and Introduction to Probability

Measure Integral & Probability – Capinski & Kopp

Multivariable Bayesian Statistics – D. Rowe.djv

Probability and Finance It’s only a game

Probability and its applications – Ollav Kallenberg

Probability and measurements – Tarantola A.

Probability And Statistical Inference – NITIS MUKHOPADHYAY

Probability Demystified – bluman

Probability Theory and Examples second edition – Durrett R

Probability Theory The Logic Of Science – E. T. Jaynes

Probability, random processes and ergodic properties – Gray

Probability, Random Processes, and Ergodic Properties – R. Gray

Probability, Random Variables and Random Signal Principles 2nd ed. – P. Peebles

Probability, Random Variables and Stochastic Processes 3rd ed- Papoulis

Radically Elementary Probability Theory – edward Nelson

Recent Advances in Applied Probability – Springer

Schaum’s Outlines – Theory and Problems of Statistics 3rd ed. – M. Spiegel, L. Stephens

Six Sigma and Beyond Statistics and Probability, Volume III – satamtis.chm

Statistics and Probability for Engineering Applications With Microsoft? Excel – W.J. DeCoursey

Statistics for Dummies – D. Rumsey.chm

Statistics Hacks – B. Frey.chm

The Basic Practice of Statistics 3rd ed. – D. S. Moore

Theory and problems of probability – Lipschutz, Seymour

Theory and Problems of Probability, Random Variables, and Random Processes – Hwei P. Hsu

Tutorials in Probability

Ramanujan’s Notebooks :

Ramanujan’s Notebooks vol 1 – B. Berndt.djv

Ramanujan’s Notebooks vol 2 – B. Berndt.djv

Ramanujan’s Notebooks vol 3 – B. Berndt.djv

Ramanujan’s Notebooks vol 4 – B. Berndt.djv

Ramanujan’s Notebooks vol 5 – B. Berndt.djv

Topology :

A concise course in algebraic topology – May J.P.

A Panoramic View of Riemannian Geometry – M. Berger

Algebraic Topology A Computational Approach – Kaczynski , Mischaikow , Mrozek

Algebraic Topology – A. Hatcher

Algebraic Topology – S. Lefschetz

Algebraic Topology an Intuitive Approach – H. Sato

Algebraic Topology From A Homotopical Viewpoint – SPringer

Cohomology of Arithmetic Groups, L-Functions and Automorphic – T. Venkatamarana

Counterexamples In Topology – Steen , Seebach

Curvature and Homology, Revised Ed. – S. Goldberg

differential topology – Dundas

Differential Topology – Morris

Elementary Concepts In Topology – P. Alexandroff

Elementary topology a first course – Viro, Ivanov

general topology – muller

Geometry and Topology of 3-Manifolds – W. Thurston

Index Theory, Coarse Geometry, and Topology of Manifolds – J. Roe

Intorduction to Topology and Modern Analysis – G. Simmons

Introduction to Algebraic Topology and Algebraic Geometry – U. Bruzzo

Introduction to Differential Topology – Brin

Introduction to Smooth Manifolds – J. Lee

K-theory for Operator Algebras 2nd ed. – B. Blackadar

Lecture Notes On Elementary Topology And Geometry – Singer,Thorpe

Lectures on Algebraic Topology 2nd ed. – A. Dold

Notes on basic 3-manifold topology – Hatcher, Allen

Notes On The Topology Of Complex Singularities – Nicolaescu

Open Problems In Topology-Jan Van Hill, George Reed

Operator algebras and topology – Schick

Riemannian Geometry – M. doCarmo

Riemannian Geometry, a Beginners Guide – F. Morgan

Theory and problems of general topology – Lipschutz, Seymour

Topics In Topology And Homotopy Theory – Warner

topology 2Ed – James Munkres

Topology & Sobolev Spaces – Brezis

topology – Yan

Topology and functional analysis – Driver

Topology Course lecture notes – A. McCluskey, B. McMaster

Topology for Computing – ZOMORODIAN

Topology Lecture Notes – Ward, Thomas

Topology Without Tears – SIDNEY A. MORRIS

Vector Bundles and K-Theory – A. hatcher

useful :

Daves Math Tables

Dictionary of Algebra, Arithmetic and Trigonometry – S. Krantz

Dictionary of Classical and Theoretical Mathematics

Handbook of Mathematical Functions with Formulas, Graphs, and Mathematical Tables – M. Abramowitz, I. Stegun

McGraw Hill Mastering Technical Mathematics 2Ed

Real Analysis, Quantitative Topology, and Geometric Complexity – S. Semmes

Schaum’s Mathematical Handbook of Formulas and Tables – Murray R Spiegel

Standard Mathematical Tables and Formulae 31st Edition – Zwillinger

Tables of Integrals and Other Math. Data 3rd ed. – H. Dwight

The Seven Famous Unsolved Math Puzzles

Well-Posed Linear Systems – O. Staffans