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Online Book Sources: Mathematics & Statistics

Springer Mathematics & Statistics Textbooks (A-L)

  • 103 Trigonometry Problems. 2005
  • 104 Number Theory Problems. 2007
  • The 1-2-3 of Modular Forms. 2008
  • 40 Puzzles and Problems in Probability and Mathematical Statistics. 2008
  • Abstract Algebra. 2007
  • Advanced Algebra. 2007
  • Advanced Linear Algebra. 2005
  • Advanced Linear Algebra. 2008
  • Advanced Real Analysis. 2005
  • Algebra. 2006
  • Algebra. 2008
  • Algebra lineare. 2007
  • Algebraic Combinatorics. 2007
  • Algebraic Function Fields and Codes. 2009
  • Algebraic Geometry. 2008
  • Algorithmic Topology and Classification of 3-Manifolds. 2007
  • Algorithms in Real Algebraic Geometry. 2006
  • Algoritmi. 2008
  • Analisi Matematica I. 2005
  • Analisi matematica I. 2008
  • Analisi matematica II. 2008
  • Analyse asymptotique et couche limite. 2006
  • Analysis and Probability. 2006
  • Analysis I. 2005
  • Analysis II. 2005
  • Analysis II. 2008
  • Analysis III. 2009
  • Analysis of Variance for Random Models, Volume 2: Unbalanced Data. 2005
  • Analytical Methods in Anisotropic Elasticity. 2005
  • Applicazioni ed esercizi di modellistica numerica per problemi differenziali. 2005
  • Applied Geometry for Computer Graphics and CAD. 2005
  • Applied Linear Algebra and Matrix Analysis. 2007
  • Applied Mathematical Demography. 2005
  • Applied Mathematics: Body and Soul. 2007
  • Applied Multivariate Statistical Analysis. 2007
  • Applied Partial Differential Equations: A Visual Approach. 2007
  • Applied Probability and Statistics. 2006
  • Applied Stochastic Control of Jump Diffusions. 2005
  • Applied Stochastic Control of Jump Diffusions. 2007
  • Applied Stochastic Processes. 2007
  • Aritmetica, crittografia e codici. 2006
  • Aspects of Brownian Motion. 2008
  • Asymptotic Theory of Statistics and Probability. 2008
  • Basic Algebra. 2006
  • A Basic Course on Probability Theory. 2007
  • Basic Probability Theory with Applications. 2008
  • Basic Real Analysis. 2005
  • The Bayesian Choice. 2007
  • Bayesian Computation with R. 2007
  • Bayesian Core: A Practical Approach to Computational Bayesian Statistics. 2007
  • Bounded Analytic Functions. 2007
  • Bridging the Gap to University Mathematics. 2009
  • Business Statistics for Competitive Advantage with Excel 2007. 2008
  • Calcolo Scientifico. 2008
  • Calcolo stocastico per la finanza. 2008
  • Cálculo Científico. 2007
  • Cálculo Científico con MATLAB y Octave. 2006
  • Calculus of One Variable. 2006
  • Categories and Sheaves. 2006
  • Codici correttori. 2006
  • Combinatorial Algebraic Topology. 2008
  • Combinatorial Commutative Algebra. 2005
  • Combinatorial Number Theory and Additive Group Theory. 2009
  • Combinatorial Optimization. 2006
  • Combinatorial Optimization. 2008
  • Combinatorics and Graph Theory. 2008
  • Combinatorics of Coxeter Groups. 2005
  • Compact Lie Groups. 2007
  • Compact Riemann Surfaces. 2006
  • Complex Analysis. 2005
  • Complex Analysis. 2008
  • Complex Analysis. 2009
  • Complex and Hypercomplex Analysis. 2008
  • Complex Geometry. 2005
  • Complex Numbers from A to ...Z. 2005
  • Complex Variables with Applications. 2006
  • Computational Commutative Algebra 2. 2005
  • Computational Electromagnetics. 2005
  • Computational Ergodic Theory. 2005
  • Computational Genome Analysis. 2005
  • Computer Algebra Recipes. 2007
  • Computer Algebra Recipes. 2006
  • Computing in Algebraic Geometry. 2006
  • Computing the Continuous Discretely. 2007
  • Concentration Risk in Credit Portfolios. 2009
  • Conception optimale de structures. 2007
  • Concepts and Results in Chaotic Dynamics: A Short Course. 2006
  • A Concise Introduction to Mathematical Logic. 2006
  • A Concrete Approach to Classical Analysis. 2009
  • A Concrete Introduction to Higher Algebra. 2009
  • Conformal Groups in Geometry and Spin Structures. 2008
  • The Congruences of a Finite Lattice. 2006
  • Conics and Cubics. 2006
  • Continuum Thermomechanics. 2005
  • Convex Functions and their Applications. 2006
  • Convexity and Well-Posed Problems. 2006
  • A Course in Calculus and Real Analysis. 2006
  • A Course in Credibility Theory and its Applications. 2005
  • A Course in Derivative Securities. 2005
  • A Course in Enumeration. 2007
  • A Course on Mathematical Logic. 2008
  • Curve e superfici. 2006
  • Data Mining in Agriculture. 2009
  • Design Patterns for eScience. 2007
  • Difference Equations. 2005
  • Differential Analysis on Complex Manifolds. 2008
  • Differential Geometry of Curves and Surfaces. 2006
  • Distributions and Operators. 2009
  • D-Modules, Perverse Sheaves, and Representation Theory. 2008
  • Dynamical Systems. 2005
  • Dynamical Systems with Applications Using Mathematica®. 2007
  • Elementary Dirichlet Series and Modular Forms. 2007
  • Elementary Number Theory, Cryptography and Codes. 2009
  • Elementi di Probabilità e Statistica. 2006
  • Elements of Mathematics for Economics and Finance. 2007
  • Elliptic Equations: An Introductory Course. 2009
  • Equazioni a derivate parziali. 2005
  • Error-Correcting Linear Codes. 2006
  • Esercizi di finanza matematica. 2007
  • Essential Topology. 2005
  • Explorations in Harmonic Analysis. 2009
  • Explorations in Monte Carlo Methods. 2009
  • Extreme Value Theory. 2006
  • A Field Guide to Algebra. 2005
  • Field Theory. 2006
  • Fields and Galois Theory. 2006
  • Financial Markets in Continuous Time. 2007
  • A First Course in Differential Equations. 2006
  • A First Course in Harmonic Analysis. 2005
  • A First Course in Modular Forms. 2005
  • A First Course in Statistics for Signal Analysis. 2006
  • Flag-transitive Steiner Designs. 2009
  • Foundations of Hyperbolic Manifolds. 2006
  • The Four Pillars of Geometry. 2005
  • Fourier Analysis on Finite Abelian Groups. 2009
  • Fourier Series in Control Theory. 2005
  • Frobenius Splitting Methods in Geometry and Representation Theory. 2005
  • From Gestalt Theory to Image Analysis. 2008
  • From Vectors to Tensors. 2005
  • Frontiers of Numerical Analysis. 2005
  • Fuchsian Reduction. 2007
  • Functional Equations and How to Solve Them. 2007
  • Functional Equations and How to Solve Them. 2007
  • Galois Theory. 2006
  • General Relativity. 2007
  • Generalized Collocations Methods. 2008
  • A Geometric Approach to Differential Forms. 2006
  • Geometric Function Theory. 2006
  • Geometric Mechanics on Riemannian Manifolds. 2005
  • Geometric Methods in Algebra and Number Theory. 2005
  • Geometric Problems on Maxima and Minima. 2006
  • Geometry and Physics. 2009
  • The Geometry of Syzygies. 2005
  • The Geometry of the Word Problem for Finitely Generated Groups. 2007
  • Graph Theory. 2008
  • Graphs, Networks and Algorithms. 2005
  • Graphs, Networks and Algorithms. 2008
  • Group-based Cryptography. 2008
  • Growth Theory of Subharmonic Functions. 2009
  • Gruppi. 2007
  • Heavy-Tail Phenomena. 2007
  • Hemodynamical Flows. 2008
  • Hiérarchie de modèles en optique quantique. 2006
  • A History of Abstract Algebra. 2007
  • History of Mathematics. 2008
  • How Does One Cut a Triangle?. 2009
  • Hyperbolic Geometry. 2005
  • Ideals, Varieties, and Algorithms. 2007
  • Idempotent Matrices over Complex Group Algebras. 2006
  • Immersive Audio Signal Processing. 2006
  • Indefinite Linear Algebra and Applications. 2005
  • Integrated Methods for Optimization. 2007
  • Interior Point Methods for Linear Optimization. 2005
  • Introduction aux méthodes numériques. 2005
  • Introduction aux Probabilités. 2009
  • An Introduction to Bayesian Analysis. 2006
  • Introduction to Bayesian Scientific Computing. 2007
  • Introduction to Calculus and Classical Analysis. 2007
  • Introduction to Classical Geometries. 2007
  • An Introduction to Continuous-Time Stochastic Processes. 2005
  • An Introduction to Difference Equations. 2005
  • An Introduction to Fronts in Random Media. 2009
  • An Introduction to Infinite-Dimensional Analysis. 2006
  • Introduction to Lie Algebras. 2006
  • An Introduction to Manifolds. 2008
  • An Introduction to Markov Processes. 2005
  • Introduction to Mathematical Systems Theory. 2007
  • An Introduction to Number Theory. 2005
  • Introduction to Numerical Methods in Differential Equations. 2007
  • An Introduction to Operators on the Hardy-Hilbert Space. 2007
  • Introduction to Partial Differential Equations. 2005
  • Introduction to Plane Algebraic Curves. 2005
  • Introduction to Probability with Statistical Applications. 2007
  • An Introduction to Programming and Numerical Methods in MATLAB. 2005
  • An Introduction to Queueing Theory. 2005
  • An Introduction to Scientific Computing. 2007
  • An Introduction to Sequential Dynamical Systems. 2008
  • Introduction to Stochastic Integration. 2006
  • Introduction to the Foundations of Applied Mathematics. 2009
  • An Introduction to the Mathematics of Money. 2007
  • An Introduction to the Theory of Functional Equations and Inequalities. 2008
  • Introductory Lectures on Fluctuations of Lévy Processes with Applications. 2006
  • Introductory Statistics with R. 2008
  • Introduzione al Calcolo Scientifico. 2006
  • Introduzione alla teoria della misura e all¿analisi funzionale. 2008
  • An Invitation to Morse Theory. 2007
  • An Invitation to Quantum Cohomology. 2007
  • Isomonodromic Deformations and Frobenius Manifolds. 2008
  • Lagrangian Probability Distributions. 2006
  • Lattices and Ordered Algebraic Structures. 2005
  • Le choix bayésien. 2006
  • Lectures on Advances in Combinatorics. 2008
  • Lectures on Algebraic Statistics. 2009
  • Lectures on Boolean Algebras. 2009
  • Lie Groups. 2007
  • Lie Sphere Geometry. 2008
  • Limit Cycles of Differential Equations. 2007
  • The Linear Algebra a Beginning Graduate Student Ought to Know. 2007
  • Linear and Nonlinear Programming. 2008
  • Linear Functional Analysis. 2008
  • Linear Models and Generalizations. 2008
  • Linear Partial Differential Equations for Scientists and Engineers. 2007
  • Linear Systems. 2006
  • Linearity, Symmetry, and Prediction in the Hydrogen Atom. 2005

Springer Mathematics & Statistics Textbooks (M-Z)

  • Mathematical Methods for Financial Markets. 2009
  • Malliavin Calculus for Lévy Processes with Applications to Finance. 2008
  • Maple and Mathematica. 2007
  • Maple and Mathematica. 2009
  • Market-Consistent Actuarial Valuation. 2008
  • Markov Processes, Brownian Motion, and Time Symmetry. 2005
  • Matematica generale con il calcolatore. 2005
  • Matematica si parte!. 2007
  • The Math Problems Notebook. 2007
  • Mathematical Analysis. 2007
  • Mathematical Analysis I. 2008
  • Mathematical Masterpieces. 2007
  • Mathematical Modeling for the Life Sciences. 2005
  • Mathematical Models of Financial Derivatives. 2008
  • Mathematical Olympiad Challenges, Second Edition. 2009
  • Mathematical Physiology. 2009
  • Mathematical Systems Theory I. 2005
  • The Mathematical Theory of Finite Element Methods. 2008
  • Mathematics and Politics. 2008
  • Mathematics as Problem Solving. 2009
  • Mathematics Is Not a Spectator Sport. 2005
  • Mathematics of Financial Markets. 2005
  • The Mathematics of the Bose Gas and its Condensation. 2005
  • Mathématiques et Technologie. 2009
  • Mathématiques, Informatique, Physique. Au fil des TIPE. 2005
  • Matrix Algebra From a Statistician`s Perspective. 2008
  • Matrix Algebra: Theory, Computations, and Applications in Statistics. 2007
  • Matrix-Based Multigrid. 2008
  • Measure Theory and Probability Theory. 2006
  • Measure, Topology, and Fractal Geometry. 2008
  • Measurement Uncertainty. 2007
  • Mécanique céleste et contrôle des véhicules spatiaux. 2006
  • Metaheuristics for Hard Optimization. 2006
  • Méthodes mathématiques en chimie quantique. Une introduction. 2006
  • Méthodes Numériques. 2007
  • Methods and Applications of Singular Perturbations. 2005
  • Methods of Nonlinear Analysis. 2007
  • Metric Spaces. 2006
  • Metric Spaces. 2007
  • Model Based Inference in the Life Sciences: A Primer on Evidence. 2008
  • Modèles aléatoires. 2006
  • Modeling Longitudinal Data. 2005
  • Modelli Dinamici Discreti. 2008
  • Modelli Matematici in Biologia. 2007
  • Modellistica numerica per problemi differenziali. 2008
  • A Modern Introduction to Probability and Statistics. 2005
  • Modern Methods in the Calculus of Variations. 2007
  • Motivic Homotopy Theory. 2007
  • Multiscale Methods. 2008
  • Multivariate Statistics: Exercises and Solutions. 2007
  • A Natural Introduction to Probability Theory. 2008
  • Nodal Discontinuous Galerkin Methods. 2008
  • Nonlinear Partial Differential Equations with Applications. 2005
  • Nonlinear Solid Mechanics. 2009
  • Nonsmooth Analysis. 2007
  • Nonstandard Analysis. 2007
  • Notes on Set Theory. 2006
  • The Novikov Conjecture. 2005
  • Number Theory. 2007
  • Number Theory. 2007
  • Number Theory. 2007
  • Number Theory. 2006
  • Number Theory. 2006
  • Number Theory. 2009
  • Number Theory. 2009
  • Numeri e Crittografia. 2006
  • Numerical Approximation Methods for Elliptic Boundary Value Problems. 2008
  • Numerical Linear Algebra. 2008
  • Numerical Mathematics. 2007
  • Numerical Optimization. 2006
  • Numerical Optimization. 2006
  • Numerical Simulation in Molecular Dynamics. 2007
  • Numerical Solutions of Partial Differential Equations. 2009
  • Numerical Techniques for Chemical and Biological Engineers Using MATLAB. 2007
  • Numerical Treatment of Partial Differential Equations. 2007
  • Observation and Control for Operator Semigroups. 2009
  • Ordered Sets. 2005
  • Ordinary and Partial Differential Equations. 2009
  • Ordinary Differential Equations with Applications. 2006
  • Oscillations en biologie. 2005
  • Partial Differential Equations. 2006
  • Partial Differential Equations. 2006
  • Partial Differential Equations in Action From Modelling to Theory. 2008
  • Planar Ising Correlations and the Deformation Analysis of Scaling. 2007
  • Plane and Solid Geometry. 2009
  • Planning and Scheduling in Manufacturing and Services. 2005
  • Planning and Scheduling in Manufacturing and Services. 2009
  • Point Process Theory and Applications. 2006
  • Points fixes, zéros et la méthode de Newton. 2006
  • Polynomials. 2009
  • Postmodern Analysis. 2005
  • Potential Theory. 2009
  • Premiers pas en statistique. 2006
  • A Primer on Scientific Programming with Python. 2009
  • Principles of Harmonic Analysis. 2009
  • Principles of Partial Differential Equations. 2009
  • Probabilità Statistica e Simulazione. 2005
  • Probability and Risk Analysis. 2006
  • Probability Theory. 2008
  • Probability Theory with Applications. 2006
  • Problems and Theorems in Classical Set Theory. 2006
  • Problems in Algebraic Number Theory. 2005
  • Problems in Analytic Number Theory. 2008
  • Problems in Real Analysis. 2009
  • Production Planning by Mixed Integer Programming. 2006
  • Proof Theory. 2009
  • Propositional and Predicate Calculus: A Model of Argument. 2005
  • Putnam and Beyond. 2007
  • Pythagorean-Hodograph Curves: Algebra and Geometry Inseparable. 2008
  • Python Scripting for Computational Science. 2006
  • Python Scripting for Computational Science. 2008
  • Qualitative Theory of Planar Differential Systems. 2006
  • Quaternions, Clifford Algebras and Relativistic Physics. 2007
  • An R and S-Plus® Companion to Multivariate Analysis. 2005
  • Raisonnements divins. 2006
  • Ramsey Methods in Analysis. 2005
  • Rational Algebraic Curves. 2008
  • Resampling Methods. 2006
  • Research Problems in Discrete Geometry. 2005
  • Ricerca Operativa. 2009
  • Riemannian Geometry. 2006
  • Riemannian Geometry and Geometric Analysis. 2005
  • Riemannian Geometry and Geometric Analysis. 2008
  • Risk and Asset Allocation. 2005
  • Scheduling. 2008
  • Scientific Computing with MATLAB and Octave. 2006
  • Selected Topics in Convex Geometry. 2006
  • Self-dual Partial Differential Systems and Their Variational Principles. 2009
  • Set-Valued Analysis and Enlargements of Monotone Operators. 2008
  • A Short Course on Operator Semigroups. 2006
  • A Singular Introduction to Commutative Algebra. 2008
  • Solving Polynomial Equations. 2005
  • Solving the Pell Equation. 2009
  • Spaces of Holomorphic Functions in the Unit Ball. 2005
  • Stability of Dynamical Systems. 2008
  • Statistical Analysis of Extreme Values. 2007
  • Statistical Design. 2008
  • Statistical Methods in Bioinformatics. 2005
  • Statistical Models and Methods for Financial Markets. 2008
  • Statistics and Analysis of Shapes 2006

See also other Springer books for Mathematics & Statistics