Springer clean | D6E9FA348BDECC5BEBA310558B9FD410EE909740

Springer clean

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Total Size	6.4 GB
Total Files	205
Hash	D6E9FA348BDECC5BEBA310558B9FD410EE909740

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A Classical Introduction to Modern Number Theory-Ireland.pdf	35.0 MB
A Course in Arithmetic-Serre.pdf	9.1 MB
A Course in Computational Algebraic Number Theory-Cohen.pdf	52.6 MB
A Course in Differential Geometry-Klingenberg.pdf	13.1 MB
A Course in Functional Analysis-Conway.pdf	33.7 MB
A Course in Homological Algebra 2nd Edition-Hilton.pdf	28.5 MB
A Course in Homological Algebra-Hilton.pdf	27.4 MB
A Course in Mathematical Logic-Manin.pdf	25.0 MB
A Course in Number Theory and Cryptography-Koblitz.pdf	22.5 MB
A Course in p-adic Analysis-Robert.pdf	28.9 MB
A Course in Simple-Homotopy Theory-Cohen.pdf	10.2 MB
A Course in the Theory of Groups-Robinson.pdf	58.9 MB
A Course on Borel Sets-Srivastava.pdf	3.5 MB
A First Course in Noncommutative Rings-Lam.pdf	36.3 MB
A Hilbert Space Problem Book 2nd Edition-Halmos.pdf	29.3 MB
A Hilbert Space Problem Book-Halmos.pdf	26.6 MB
A Short Course on Spectral Theory-Arveson.pdf	12.9 MB
Additive Number Theory-Nathanson.pdf	16.0 MB
Advanced Linear Algebra-Roman.pdf	25.7 MB
Advanced Mathematical Analysis-Beals.pdf	15.0 MB
Advanced Topics in Computational Number Theory-Cohen.pdf	72.5 MB
Advanced Topics in the Arithmetic of Elliptic Curves-Silverman.pdf	43.3 MB
Algebra-Adkins.pdf	43.5 MB
Algebra-Hungerford.pdf	77.7 MB
Algebra-Lang.pdf	69.3 MB
Algebraic Functions and Projective Curves-Goldschmidt.pdf	15.9 MB
Algebraic Geometry-Harris.pdf	30.3 MB
Algebraic Geometry-Hartshorne.pdf	50.1 MB
Algebraic Graph Theory-Godsil.pdf	41.1 MB
Algebraic Groups and Class Fields-Serre.pdf	22.4 MB
Algebraic K-Theory and Its Applications-Rosenberg.pdf	59.8 MB
Algebraic Number Theory-Lang.pdf	24.5 MB
Algebraic Theories-Manes.pdf	46.9 MB
Algebraic Topology-Fulton.pdf	31.0 MB
An Algebraic Introduction to Mathematical Logic-Barnes.pdf	20.2 MB
An Introduction to Algebraic Topology-Rotman.pdf	36.1 MB
An Introduction to Analysis-Brown.pdf	30.0 MB
An Introduction to Banach Space Theory-Megginson.pdf	53.0 MB
An Introduction to Convex Polytopes-Brondsted.pdf	12.6 MB
An Introduction to Knot Theory-Raymond Lickorish.pdf	19.8 MB
An Introduction to Riemann-Finsler Geometry-Bao.pdf	58.1 MB
An Introduction to the Theory of Groups-Rotman.pdf	70.5 MB
An Invitation to C*-Algebras-Arveson.pdf	12.0 MB
Analysis for Applied Mathematics-Cheney.pdf	35.5 MB
Analysis Now-Pedersen.pdf	42.2 MB
Analytic Number Theory-Newman.pdf	2.5 MB
Applications of Lie Groups to Differential Equations-Olver.pdf	111.1 MB
Associative Algebras-Pierce.pdf	61.1 MB
Axiomatic Set Theory-Takeuti.pdf	13.9 MB
Banach Algebra Techniques in Operator Theory-Douglas.pdf	19.3 MB
Banach Algebras and Several Complex Variables-Wermer.pdf	10.8 MB
Basic Homological Algebra-Osborne.pdf	26.4 MB
Basic Theory of Algebraic Groups and Lie Algebras-Hochschild.pdf	40.5 MB
Brownian Motion and Stochastic Calculus-Karatzas.pdf	55.2 MB
Categories for the Working Mathematician-Mac Lane.pdf	25.1 MB
Classical Descriptive Set Theory-Kechris.pdf	33.3 MB
Classical Topics in Complex Function Theory-Remmert.pdf	29.1 MB
Classical Topology and Combinatorial Group Theory 2nd Edition-Stillwell.pdf	26.9 MB
Classical Topology and Combinatorial Group Theory-Stillwell.pdf	37.2 MB
Cohomology of Groups-Brown.pdf	27.1 MB
Combinatorial Convexity and Algebraic Geometry-Ewald.pdf	47.8 MB
Combinatorics with Emphasis on the Theory of Graphs-Graver.pdf	31.7 MB
Commutative Algebra-Eisenbud.pdf	156.1 MB
Commutative Algebra-Zariski.pdf	44.0 MB
Complex Analysis-Lang.pdf	24.4 MB
Complex Variables-Berenstein.pdf	79.6 MB
Computability-Bridges.pdf	19.9 MB
Convex Polytopes-Kaibel.pdf	39.9 MB
Cyclotomic Fields I and II-Lang.pdf	24.2 MB
Cyclotomic Fields II-Lang.pdf	9.4 MB
Cyclotomic Fields-Lang.pdf	22.3 MB
Denumerable Markov Chains-Kemeny.pdf	37.9 MB
Differential Analysis on Complex Manifolds-Wells.pdf	21.8 MB
Differential and Riemannian Manifolds-Lang.pdf	24.3 MB
Differential Forms in Algebraic Topology-Bott.pdf	26.8 MB
Differential Geometry: Manifolds, Curves, and Surfaces-Berger.pdf	36.6 MB
Differential Topology-Hirsch.pdf	19.3 MB
Diophantine Geometry-Hindry.pdf	57.1 MB
Elementary Algebraic Geometry-Kendig.pdf	27.7 MB
Elementary Methods in Number Theory-Nathanson.pdf	2.9 MB
Elements of Functional Analysis-Hirsch.pdf	31.2 MB
Elements of Homotopy Theory-Whitehead.pdf	58.0 MB
Elliptic Curves-Husemoller.pdf	2.9 MB
Elliptic Functions-Lang.pdf	28.5 MB
Fibre Bundles-Husemoller.pdf	26.8 MB
Field and Galois Theory-Morandi.pdf	26.9 MB
Field Theory-Roman.pdf	17.9 MB
Finite Reflection Groups-Grove.pdf	9.0 MB
Foundations of Hyperbolic Manifolds-Ratcliffe.pdf	62.3 MB
Foundations of Real and Abstract Analysis-Bridges.pdf	4.7 MB
Fourier Analysis and Its Applications-Axler.pdf	29.7 MB
Fourier Analysis on Number Fields-Ramakrishnan.pdf	25.8 MB
Fourier Series-Edwards.pdf	47.7 MB
From Holomorphic Functions to Complex Manifolds-Fritzsche.pdf	33.6 MB
Functions of One Complex Variable I-Conway.pdf	39.0 MB
Functions of One Complex Variable II-Conway.pdf	35.1 MB
Functions of One Complex Variable-Conway.pdf	26.4 MB
Fundamentals of Differential Geometry-Lang.pdf	67.1 MB
Galois Theory-Escofier.pdf	20.4 MB
General Relativity for Mathematicians-Sachs.pdf	25.9 MB
Geometric Functional Analysis and its Applications-Holmes.pdf	24.1 MB
Geometric Topology in Dimensions 2 and 3-Moise.pdf	19.4 MB
Graph Theory-Bollobas.pdf	25.2 MB
Grobner Bases-Becker.pdf	55.7 MB
Groups and Representations-Alperin.pdf	17.4 MB
Harmonic Analysis on Semigroups-Berg.pdf	24.2 MB
Harmonic Function Theory-Axler.pdf	17.5 MB
Holomorphic Functions and Integral Representations in Several Complex Variables-Range.pdf	35.5 MB
Homology Theory-Vick.pdf	17.3 MB
Integration and Probability-Malliavin.pdf	24.0 MB
Introduction to Affine Group Schemes-Waterhouse.pdf	15.1 MB
Introduction to Algebraic and Abelian Functions-Lang.pdf	12.2 MB
Introduction to Axiomatic Set Theory-Takeuti.pdf	15.8 MB
Introduction to Coding Theory-van Lint.pdf	14.3 MB
Introduction to Cyclotomic Fields-Washington.pdf	41.8 MB
Introduction to Elliptic Curves and Modular Forms-Koblitz.pdf	46.9 MB
Introduction to Knot Theory-Crowell.pdf	32.3 MB
Introduction to Lie Algebras and Representation Theory-Humphreys.pdf	16.9 MB
Introduction to Operator Theory I-Brown.pdf	73.8 MB
Introduction to Smooth Manifolds-Lee.pdf	51.6 MB
Introduction to Topological Manifolds-Lee.pdf	4.1 MB
Lectures in Abstract Algebra I-Jacobson.pdf	17.9 MB
Lectures in Abstract Algebra-Jacobson.pdf	21.5 MB
Lectures on Discrete Geometry-Matousek.pdf	47.5 MB
Lectures on Modules and Rings-Lam.pdf	49.0 MB
Lectures on Polytopes-Ziegler.pdf	4.0 MB
Lectures on Riemann Surfaces-Forster.pdf	19.1 MB
Lectures on the Hyperreals-Goldblatt.pdf	35.4 MB
Lectures on the Theory of Algebraic Numbers-Hecke.pdf	21.1 MB
Lie Groups, Lie Algebras, and Representations-Hall.pdf	36.2 MB
Lie Groups-Bump.pdf	43.0 MB
lie_groups_lie_algebras_and_their_representations-varadarajan.pdf	40.7 MB
Linear Algebra-Greub.pdf	25.1 MB
Linear Algebraic Groups-Borel.pdf	43.3 MB
Linear Algebraic Groups-Humphreys.pdf	26.0 MB
Linear Geometry-Gruenberg.pdf	17.4 MB
Linear Operators in Hilbert Spaces-Weidmann.pdf	91.4 MB
Linear Representations of Finite Groups-Serre.pdf	12.6 MB
Linear Topological Spaces-Kelley.pdf	26.4 MB
Local Fields-Serre.pdf	18.8 MB
Mathematical Logic-Monk.pdf	40.9 MB
Mathematical Methods of Classical Mechanics-Arnold.pdf	43.7 MB
Matrices-Serre.pdf	3.3 MB
Matrix Analysis-Bhatia.pdf	28.4 MB
Measure and Category-Oxtoby.pdf	12.2 MB
Measure and Integral-Kelley.pdf	15.1 MB
Measure Theory-Doob.pdf	28.7 MB
Measure Theory-Halmos.pdf	22.9 MB
Metric Structures in Differential Geometry-Walschap.pdf	17.1 MB
Model Theory-Marker.pdf	3.8 MB
Modern Geometry Methods and Applications-part_1-Dubrovin.pdf	37.3 MB
Modern Geometry Methods and Applications-part_2-Dubrovin.pdf	38.7 MB
Modern Graph Theory-Bollobas.pdf	35.5 MB
Modular Functions and Dirichlet Series in Number Theory-Apostol.pdf	12.7 MB
Moduli of Curves-Harris.pdf	3.6 MB
Multiplicative Number Theory-Davenport.pdf	10.5 MB
Noncommutative Algebra-Farb.pdf	18.8 MB
Nonsmooth Analysis and Control Theory-ClarkeY.pdf	3.8 MB
Number Theory in Function Fields-Rosen.pdf	30.3 MB
Numbers-Ebbinghaus.pdf	37.2 MB
Numerical Analysis-Kress.pdf	42.1 MB
One-Parameter Semigroups for Linear Evolution Equations-Engel.pdf	6.0 MB
Optima and Equilibria-Aubin.pdf	27.8 MB
Ordinary Differential Equations-Walter.pdf	52.0 MB
p-adic_numbers_p-adic_analysis_and_zeta_functions-koblitz.pdf	12.7 MB
Partial Differential Equations-Jost.pdf	3.5 MB
Partial Differential Equations-Rauch.pdf	27.7 MB
Permutation Groups-Dixon.pdf	36.5 MB
Polynomials and Polynomial Inequalities-Borwein.pdf	55.5 MB
Probability Theory I-Loeve.pdf	30.3 MB
Probability-Shiryaev.pdf	40.4 MB
Probability-Shiryayev.pdf	38.3 MB
Problems in Analytic Number Theory-Murty.pdf	46.4 MB
Quantum Groups-Kassel.pdf	37.4 MB
Random Processes-Rosenblatt.pdf	16.5 MB
Rational Homotopy Theory-Felix.pdf	45.2 MB
Real and Functional Analysis-Lang.pdf	37.6 MB
Representation Theory-Fulton.pdf	46.3 MB
Representations of Compact Lie Groups-Brocker.pdf	25.7 MB
Riemann Surfaces-Farkas.pdf	26.5 MB
Riemannian Geometry-Petersen.pdf	38.2 MB
Riemannian Manifolds-Lee.pdf	18.6 MB
Rings and Categories of Modules-Anderson.pdf	29.9 MB
Sequences and Series in Banach Spaces-Diestel.pdf	21.4 MB
Several Complex Variables and Banach Algebras-Alexander.pdf	3.6 MB
Several Complex Variables-Grauert.pdf	22.4 MB
Sheaf Theory-Bredon.pdf	26.3 MB
Singular Homology Theory-Massey.pdf	12.5 MB
SL2(R)-Lang.pdf	43.1 MB
Smooth Manifolds and Observables-Nestruev.pdf	3.4 MB
Stable Mappings and Their Singularities-Golubitsky.pdf	26.2 MB
Tensor Geometry-Terence.pdf	40.2 MB
The Arithmetic of Elliptic Curves-Silverman.pdf	37.1 MB
The Arithmetic of Hyperbolic 3-Manifolds-Maclachlan.pdf	41.8 MB
The Geometry of Discrete Groups-Beardon.pdf	40.3 MB
The Geometry of Schemes-Eisenbud.pdf	3.6 MB
The Symmetric Group-Sagan.pdf	17.9 MB
Theory of Bergman Spaces-Hedenmalm.pdf	21.7 MB
Theory of Complex Functions-Remmert.pdf	36.6 MB
Topological Vector Spaces 2nd Edition-Schaefer.pdf	38.7 MB
Topological Vector Spaces-Schaefer.pdf	28.9 MB
Topology and Geometry-Bredon.pdf	50.2 MB
Univalent Functions and Teichmuller Spaces-Lehto.pdf	24.7 MB
Using Algebraic Geometry-Cox.pdf	49.2 MB
Weakly Differentiable Functions-Ziemer.pdf	20.3 MB
Total files 205