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
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Lecture Titles:
Prerequisites
P-1 Review of Real Numbers and Their Properties
P-2 Exponents and Radicals
P-3 Polynomials and Special Products
P-4 Factoring
P-5 Rational Expressions
P-6 Errors and the Algebra of Calculus
P-7 Graphical Representations of Data
Chapter 1
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This volume presents in detail the fundamental theories of linear regression analysis and diagnosis, as well as the relevant statistical computing techniques so that readers are able to actually model the data using the methods and techniques described in the book. It covers the fundamental theories in linear regression analysis and is extremely useful for future research in this area. The examples of regression analysis using the Statistical Application System (SAS) are also included. This book is suitable for graduate students who are either majoring in statistics/biostatistics or using linear regression analysis substantially in their subject fields.
- Introduction
- Simple Linear Regression
- Multiple Linear Regression
- Detection of Outliers and Influential Observations in Multiple Linear Regression
- Model Selection
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- Bayesian Linear Regression
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MATLAB allows the kernel as easy to work with real matrices, complex and analysis of data types. Contains a built-in linear algebra (LAPACK, BLAS), fast Fourier transform (FFTW), functions for working with polynomials, functions, basic statistics and numerical solution of differential equations. All built-in core MATLAB developed and optimized by experts and work faster or the same as their equivalent in C / C + +

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MATLAB provides a number of features for documenting and sharing your work. You can integrate your MATLAB code with other languages and applications, and distribute your MATLAB algorithms and applications.
Key Features
High-level language for technical computing
Development environment for managing code, files, and data
Interactive tools for iterative exploration, design, and problem solving
Mathematical functions for linear algebra, statistics, Fourier analysis, filtering, optimization, and numerical integration
2-D and 3-D graphics functions for visualizing data
Tools for building custom graphical user interfaces
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Queen Of The Sciences is a history of mathematics., it consists of 24 video lectures by David Bressoud, plus a guide book in .pdf and the lecturer's biography.
00 - Professor Bio.avi
01 - What Is Mathematics.avi
02 - Babylonian and Egyptian Mathematics.avi
03 - Greek Mathematics - Thales to Euclid.avi
04 - Greek Mathematics - Archimedes to Hypatia.avi
05 - Astronomy and the Origins of Trigonometry.avi
06 - Indian Mathematics - Trigonometry Blossoms.avi
07 - Chinese Mathematics - Advances in Computation.avi
08 - Islamic Mathematics - The Creation of Algebra.avi
09 - Italian Algebraists Solve the Cubic.avi
10 - Napier and the Natural Logarithm.avi
11 - Galileo and the Mathematics of Motion.avi
12 - Fermat, Descartes, and Analytic Geometry.avi
13 - Newton - Modeling the Universe.avi
14 - Leibniz and the Emergence of Calculus.avi
15 - Euler - Calculus Proves Its Promise.avi
16 - Geometry - From Alhambra to Escher.avi
17 - Gauss - Invention of Differential Geometry.avi
18 - Algebra Becomes the Science of Symmetry.avi
19 - Modern Analysis - Fourier to Carleson.avi
20 - Riemann Sets New Directions for Analysis.avi
21 - Sylvester and Ramanujan - Different Worlds.avi
22 - Fermat's Last Theorem - The Final Triumph.avi
23 - Mathematics - The Ultimate Physical Reality.avi
24 - Problems and Prospects for the 21st Century.avi
Queen of the Sciences - A History of Mathematics.pdf
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Digital Camera RAW File Format Support
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Transformation Filters
- Rotation
- Scaling
- Skew
- Panoramic > Fisheye
- Fisheye > Panoramic
- Flip
- Mirror
Misc. Filters
- Curves
- Add Vignette
- Bilateral Filter
- Gaussian Blur
- Zoom/Radial/Motion Blur
- Levels
- 7 Edge Filters
- 3 Metallic Filters
- 5 Distortion Filters
- Aged Photo
- much much more...
Sharpening Filters
- Subtle Sharpen
- Unsharpen Mask
Noise Reduction Tools
- Bilateral Noise Reduction Filter
- Noise Reduction Filter
Tone Mapping Operators
- Display (Global Operator)
- Cipher (Local Operator)
- Lock05 (Local Operator)
- Lock06 (Local Operator)
High Dynamic Range (HDR)
- Creation with Auto Alignment
- Batch Processing
Orton Filter Options
- 5 Modes
- Brightness
- Hue
- Saturation
- Opacity
- X and Y Radius
- Sharpness
Color Balance Filter Options
- Temperature
- Hue
- Linear and Non-Linear Vibrance
- Luminosity
- Linear and Non-Linear RGB Channels
- RGB Highlight and Shadows
- Grayscale
- Invert
Exposure Filter Options
- Brightness
- fstop
- Reflection
- Xposure
- Contrast (Standard or Divergence)
- Highlights
- Shadows
- Gamma
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What's the sure road to success in calculus? The answer is simple: Precalculus.
Traditionally studied after Algebra II, this mathematical field covers advanced algebra, trigonometry, exponents, logarithms, and much more. These interrelated topics are essential for solving calculus problems, and by themselves are powerful methods for describing the real world, permeating all areas of science and every branch of mathematics. Little wonder, then, that precalculus is a core course in high schools throughout the country and an important review subject in college.
Unfortunately, many students struggle in precalculus because they fail to see the links between different topics
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What's the sure road to success in calculus? The answer is simple: Precalculus.
Traditionally studied after Algebra II, this mathematical field covers advanced algebra, trigonometry, exponents, logarithms, and much more. These interrelated topics are essential for solving calculus problems, and by themselves are powerful methods for describing the real world, permeating all areas of science and every branch of mathematics. Little wonder, then, that precalculus is a core course in high schools throughout the country and an important review subject in college.
Unfortunately, many students struggle in precalculus because they fail to see the links between different topics
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list:
(1965) Calculus on Manifolds A Modern Approach to Clasical Theorems of Advanced Calculus (Spivak, 1995 24th Pr).pdf 25.55 MB
A survey of modern algebra Birkhoff & MacLane.djvu 4.62 MB
Adams R.A. Sobolev spaces (AP, 1975)(600dpi)(T)(278s).djvu 7.97 MB
Advanced Calculus 2Ed , 1990 Loomis L H , Sternberg S.djvu 6.46 MB
Aleksandrov A., Kolmogorov A., Lavrentev M. (eds) Mathematics.. its content, methods and meaning, vol 2 (AMS, 1963)(385s).djvu 3.16 MB
Algebra Introduction to Hilbert spaces with applications (L. Debnath & P. Mikusinski) (AP, 1990)(L)(T)(261s).djvu 9.02 MB
An Introduction to Difference Equations, 3ed (Undergraduate Texts in Mathematics) Saber Elaydi 0387230599.pdf 3.55 MB
An Introduction to the Theory of Numbers 4th ed G. Hardy, E. Wright (Oxford, 1959) WW.djvu 5.75 MB
Andreescu T , Feng Z 102 Combinatorial Problems From The Training Of The Usa Imo Team (Birkhauser, 2002)(Isbn 0817643176)(148S).djvu 734.99 KB
Andreescu T., Feng Z. 103 trigonometry problems.. from the training of the USA IMO team (Birkhauser, 2005)(ISBN 0817643346)(229s).pdf 1.29 MB
Apostol Tom A- Introduction to Analytic Number Theory.pdf 13.11 MB
Arnold V.I. Ordinary differential equations (MIT, 1978)(no TOC)(T)(273s).djvu 6.27 MB
Atiyah.-.Introduction.To.Commutative.Algebra.(1969)(T).djvu 1.55 MB
Baez J C , Muniain J P Gauge Fields, Knots, And Gravity (Ws, 1994)(L)(T)(239S).djvu 2.75 MB
Birkhauser Complex Numbers from A to Z ( A. Andreescu 2006).pdf 2.73 MB
Bollobas B. Modern graph theory (GTM 184, Springer, 1998)(ISBN 0387984887)(398s).djvu 9.99 MB
Bonar, Khoury Real Infinite Series (MAA 2006)(271s).djvu 3.94 MB
Byron F., Fuller R. Mathematics of Classical and Quantum Physics.Vols.1-2.(Dover, 1992)(669s).pdf 14.19 MB
Complex Variables Introduction and Applications 2nd ed M. Ablowitz, A. Fokas (Cambridge, 2003) WW.djvu 3.09 MB
Counterexamples In Topology Steen , Seebach.pdf 7.98 MB
Courant, Robbins, Stewart What Is Mathematics 2Ed Isbn 0195105192.djvu 7.45 MB
Derbyshire Riemann And The Greatest Unsolved Problems In Math (2003).djvu 3.86 MB
Doran C., Lasenby A. Geometric algebra for physicists (CUP, 2003)(ISBN 0521480221)(589s).djvu 6.85 MB
Dugundji Topology.djvu 4.19 MB
Dummit D., Foote R. Abstract algebra (3ed., Wiley, 2004)(ISBN 0471433349)(946s).djvu 14.59 MB
E Birkhauser 104 Number Theory Problems Titu Andreescu 2007.pdf 1.05 MB
Enderton H B A Mathematical Introduction To Logic (2Nd Ed , Academic Press, 2001)(T)(326S) Maml.djvu 3.18 MB
Engel A. Problem solving strategies (Springer, 1998)(400dpi)(T)(415s)_MSch_.djvu 3.23 MB
Falconer.-.Fractal.geometry.-.mathematical.foundations.and.applications.2ed..(2003)(T)(367s).djvu 2.43 MB
Feller V. Introduction to Probability Theory, vol 1(T)(525s).djvu 4.92 MB
Feller W. An introduction to probability theory and its applications Vol II (3ed., Wiley, 1971)(T)(683s).djv 13.14 MB
Fifty.Challenging.Problems.In.Probability.With.Solutions_Mosteller_0486653552.djvu 604.81 KB
Gamow, George One two three infinity (1961).djvu 15.96 MB
Generatingfunctionology , Wilf.pdf 1.54 MB
George Polya Problems & Theorems in Analysis.djvu 7.58 MB
Geroch R. General relativity from A to B.djvu 1.35 MB
Haag R. Local quantum physics (2ed, Springer, 1996)(ISBN 3540614516)(T)(404s)_PQft_.djvu 3.23 MB
Halmos. Finite-dimensional vector spaces. Springer (205s).djvu 2.82 MB
Hardy, G. H. A Course of Pure Mathematics.pdf 39.34 MB
Heinbockel J.H. Introduction to tensor calculus and continuum mechanics (lecture notes, 1996)(T)(373s).djvu 2.29 MB
HEP Quarks and Leptons Introductory Course in Modern Particle Physics (Halzen, Martin).djvu 2.50 MB
Hoffman, Kunze. Linear algebra (2ed, PH, 1971)(T)(415s).djvu 4.08 MB
How to Prove It A Structured Approach Daniel J. Velleman (2006).pdf 23.92 MB
Hrbacek K., Jech T. Introduction to set theory (3ed., M.Dekker, 1999)(ISBN 0824779150)(T)(308s).djvu 3.05 MB
Hungerford T. Algebra (GTM 73, Springer, 2003)(L)(ISBN 0387905189)(264s).djvu 9.63 MB
Introduction to Elementary Particles D. Griffiths.djvu 3.59 MB
Introduction to Probability_Dimitri P. Bertsekas & John N. Tsitsiklis (MIT 2000 371s).pdf 2.40 MB
Itzykson Zuber-Quantum Field Theory-Mcgraw-Hill.djvu 7.58 MB
Jaynes.-.Probability.theory,.the.logic.of.science.(1996)(589s).djvu 6.15 MB
Jech T. Set theory (3ed., SMM, Springer, 2003)(ISBN 3540440852)(753s).pdf 7.10 MB
John W. Milnor Topology from the differentiable viewpoint.djvu 386.09 KB
Kardar M. Statistical physics of particles (CUP, 2007)(ISBN 0521873428)(600dpi)(K)(T)(O)(333s)_PT_.djvu 2.80 MB
Landau, Lifschitz. Vol. 5. Statistical physics part 1(T)(562s).djvu 7.85 MB
Landau, Lifschitz. Vol. 9. Statistical physics part 2(T)(397s).djvu 5.91 MB
Linear Algebra Problem Book Halmos.pdf 8.91 MB
Lyons R.G. Understanding Digital Signal Processing (PH, 2001)(L)(T)(269s).djvu 4.92 MB
Mathematical Logic Introduction to Mathematical Logic (E. Mendelson)(2d ed).pdf 32.95 MB
Mathematical Methods of Classical Mechanics, 2nd ed. V.I. Arnold.djvu 4.00 MB
Mathematical Physics (1999, Springer) S Hassani.pdf 33.79 MB
Mathematical Physics Butkov.pdf 14.99 MB
Munkres J. Topology (2ed., PH, 2000)(L)(T)(276s).djvu 3.96 MB
Paul R.Halmos Naive Set Theory.pdf 52.21 MB
Problems and Solutions for Undergraduate Analysis (Undergraduate Texts in Mathematics) (Rami Shakarchi, Serge Lang) 0387982353.djvu 4.58 MB
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The prerequisites for this text include familiarity with basic mathematical concepts and methods on the level of undergraduate courses in discrete mathematics, linear algebra, group theory, and topology of Euclidean spaces. While the book is intended for lower-division graduate students in mathematics, it will be of interest to a much wider audience; because of their rich structural properties, partial cubes appear in theoretical computer science, coding theory, genetics, and even the political and social sciences.
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