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Algebraic Curves
Algebraic CurvesWilliam Fulton1. Affine Algebraic Sets
2. Affine Varieties
3. Local Properties of Plane Curves
4. Projective Varieties
5. Projective Plane Curves
6. Varieties, Morphisms, and Rational Maps
7. Resolution of Singularities
8. Riemann-Roch Theorem
€2,00
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Mathematical Analysis - A Modern Approach to Advanced Calculus
Mathematical Analysis - A Modern Approach to Advanced CalculusT.M. Apostol1. The Real and Complex Number Systems
2. Some Basic Notions of Set Theory
3. Elements of Point Set Topology
4. The Limit Concept and Continuity
5. Differentiation of Functions of One Real Variable
6. Differentiation of Functions of Several Variables
7. Applications of Partial Differentiation
8. Functions of Bounded Variation, Rectifiable Curves and Connected Sets
9. Theory of Riemann-Stieltjes Integration
10. Multiple Int...
€2,00
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Linear Algebra and Its Applications
Linear Algebra and Its ApplicationsGilbert Strang1. Matrices and Gaussian Elimination
2. Vector Spaces and Linear Equations
3. Orthogonality
4. Determinants
5. Eigenvalues and Eigenvectors
6. Positive Definite Matrices
7. Computations with Matrices
8. Linear Programming and Game Theory
€2,00
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Diophantine Approximations and Value Distribution Theory
Diophantine Approximations and Value Distribution TheoryPaul Vojta1. Heights and Integral Points
2. Diophantine Approximations
3. A Correspondence with Nevanlinna Theory
4. Consequences of the Main Conjecture
5. The Ramification Term
6. Approximation to Hyperplanes
€2,00
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Introduction to Matrix Computations
Introduction to Matrix ComputationsG.W. Stewart1. Preliminaries
2. Practicalities
3. The Direct Solution of Linear Systems
4. Norms, Limits, and Condition Numbers
5. The Linear Least Squares Problem
6. Eigenvalues and Eigenvectors
7. The QR Algorithm
€2,00
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The Algebraic Eigenvalue Problem
The Algebraic Eigenvalue ProblemJ.H. Wilkinson1. Theoretical Background
2. Pertubation Theory
3. Error Analysis
4. Solution of Linear Algebraic Equations
5. Hermitian Matrices
6. Reduction of a General Matrix to Condensed Form
7. Eigenvalues of Matrices of Condensed Forms
8. The LR and QR Algorithms
9. Iterative Methods
€2,00
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Computational Methods in Ordinary Differential Equations
Computational Methods in Ordinary Differential EquationsJ.D. Lambert1. Preliminaries
2. Linear multistep methods I: basic theory
3. Linear multistep methods II: application
4. Runge-Kutta methods
5. Hybrid methods
6. Extrapolation methods
7. Methods for special problems
8. First-order systems and the problem of stiffness
9. Linear multistep methods for a special class of second-order differential equations
€2,00