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Meetkunde - facetten van de planimetrie en stereometrie
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2. Over afstanden en metrische ruimten
3. Verplaatsingen en isometrieën
4. Uitgangspunten van de planimetrie
5. Lokale coördinaten. Vergelijkingen van een lijn
6. Het inwendig product en de determinant
7. Spiegelingen in een lijn. Congruentie
8. Grootte en oriëntatie van hoeken
9. Spiegelingen in een punt
10. Translaties- en rotatie-groepen
11. Gelijkvormigheidstransformaties
12. Fractal...
€3,00
1 bod
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Vectoren en Matrices
Vectoren en MatricesJan van de CraatsIngebonden uitgave
Een inleiding in de lineaire algebra
1. Vectorrekening
2. Vectorruimten
3. Stelsels lineaire vergelijkingen
4. Matrixrekening
5. Determinanten
6. Lineaire afbeeldingen
7. Beeldruimte, nulruimte en rang
8. Eigenwaarden en diagonaliseerbaarheid
9. Inproductruimten
10. Kwadratische krommen en oppervlakken
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Getaltheorie voor Beginners
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2. De regels van het spel
3. Priemontbinding en ggd's
4. Delers
5. Mersenne- en Fermatgetallen
6. Congruentierekening
7. Congruentie in actie
8. Priemtesten en priemontbinding
9. Cryptografie
10. Decimale ontwikkeling
11. Kwadraatresten
12. Sommen van kwadraten
13. De laatste stelling van Fermat
14. Kettingbreuken
15. De vergelijking van Pell
16. Diophantische vergelijkingen
17. Het abc-vermoeden
18. Irrationaliteit en transcendentie
19. Pri...
€8,50
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Vectoranalyse
VectoranalyseW.D. Day1. Inleiding
2.Inleiding tot vectoren
3. Vectoralgebra
4. Differentiëren van vectoren; Integreren
5. Gradiënt en potentiaal
6. Divergentie
7. Rotatie
8. Identiteiten in vectorbetrekkingen; de vergelijking van Laplace
9. Elektrostatische en statische magnetische velden
10. Coördinatenstelsels
11. De vergelijkingen van Maxwell
12. De vectoriële potentiaal
13. Elektromagnetische golven; straling
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Theorie der Funktionen mehrerer komplexer Veränderlichen
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II. Geometrische Grundlagen
III. Darstellung regulärer Funktionen durch elementare Reihen
IV. Singuläre Mannigfaltigkeiten
V. Die Verteilung der Nullstellen und ausserwesentlichen Singularitäten
VI. Theorie der Regularitätsbereiche und Regularitätshüllen
VII. Abbildungstheorie
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Banach Algebras and Several Complex Variables
Banach Algebras and Several Complex VariablesJohn Wermer1. Preliminaries and Notations
2. Classical Approximation Theorems
3. Operational Calculus in One Variable
4. Differential Forms
5. The δ-Operator
6. The Equation δu = ƒ
7. The Oka—Weil Theorem
8. Operational Calculus in Several Variables
9. The Šilov Boundary
10. Maximality and Radó’s Theorem
11. Analytic Structure
12. Algebras of Analytic Functions
13. Approximation on Curves in C n
14. Uniform Approximation on Disks in C n
15. T...
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Introduction to Linear Algebra and the Theory of Matrices
Introduction to Linear Algebra and the Theory of MatricesHans SchwerdtfegerI. Geometrical Foundations - Systems of Linear Equations
II. Linear Homogeneous Transformations - Rational Operations on Matrices
III. Equivalence. Congruence - Bilinear and Quadratic Forms
IV. Groups of Matrices. Similarity
Appendix: Projective Theory of Null Systems
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Tensors, Relativity and Cosmology
Tensors, Relativity and CosmologyEric A. LordPart I: Tensors
Part II: Special Relativity
Part III: General Relativity
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Introduction to General Relativity
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Combinatorial Optimization - Algorithms and Complexity
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1 bod
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Great Ideas of Operations Research
Great Ideas of Operations ResearchJagjit Singh1. What is Operations Research?
2. The Art of Numeracy: Statistical Summarization
3. The Art of Numeracy: Statistical Specification
4. The Art of Numeracy: Statistical Inference
5. Network Analysis
6. Linear Programming
7. Theory of Games: The Logic of Rational Decisions
8. Queueing Theory: How to Handle Bottleneck Problems
9. Monte Carlo Simulation
10. The Confrontation Theorem
11. Operations Research and the Language Question
Appendix: The Bridging...
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Integration of Equations of Parabolic Type by the Method of Nets
Integration of Equations of Parabolic Type by the Method of NetsV.K. Saul'yevPart I: Construction of Net Equations
Part II: Solution of Net Equations
Appendix: On the application of Chebyshev polynomials to parabolic net equations
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Spectral Approximation of Linear Operators
Spectral Approximation of Linear OperatorsFrançoise Chatelin1. The Matrix Eigenvalue Problem
2. Elements of Functional Analysis: Basic Concepts
3. Elements of Functional Analysis: Convergence and Pertubation Theory
4. Numerical Approximation Methods for Integral and Differential Operators
5. Spectral Approximation of a Closed Linear Operator
6. Error Bounds and Localization Results for the Eigenelements
7. Some Examples of Approximations
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Geometry of Reflecting Rays and Inverse Spectral Problems
Geometry of Reflecting Rays and Inverse Spectral ProblemsVesselin M. Petkov, Luchezar N. Stoyanov1. Preliminaries from differential topology and microlocal analysis
2. Reflecting rays
3. Generic properties of refecting rays
4. Bumpy metrics
5. Poisson relation for manifolds with boundary
6. Poisson summation formula for manifolds with boundary
7. Inverse spectral results for generic bounded domains
8. Poisson relation for the scattering kernel
9. Singularities of the scattering kernel for generi...
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Regularization of Inverse Problems
Regularization of Inverse ProblemsHeinz W. Engl, Martin Hanke, Andreas Neubauer1. Introduction: Examples of Inverse Problems
2. Ill-Posed Linear Operator Equations
3. Regularization Operators
4. Continuous Regularization Methods
5. Tikhonov Regularization
6. Iterative Regularization Methods
7. The Conjugate Gradient Method
8. Regularization With Differential Operators
9. Numerical Realization
10. Tikhonov Regularization of Nonlinear Problems
11. Iterative Methods for Nonlinear Problems
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Inverse Source Problems
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2. Results Overlook
3. Uniqueness Theorems
4. Singular Points of the Exterior Potential
5. Existence Theory
6. Parabolic Problems
7. Hyperbolic Problems
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Randwaarde problemen 2+3
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2. Warmtegeleiding in een staaf
3. Methode van Bernoulli
4. Fourier reeksen
5. Trigonometrische ontwikkelingen bij de warmtegeleiding in een staaf
6. Fourier integralen
7. Warmtegeleiding in een oneindig lange staaf
8. Warmtegeleiding in een half-oneindige staaf
9. Principe van Duhamel
10. Warmtegeleiding in een eindige staaf
11. De trillende snaar
12. Problemen in vlak en ruimte
13. Warmtegeleiding in de ruimte
14. Warmtegeleiding in een blok
...
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Elements of Abstract Harmonic Analysis
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2. The Fourier Transform on the Real Line for Functions in L2
3. Regular Points and Spectrum
4. More on the Gel'fand Theory and an Introduction to Point Set Topology
5. Further Topological Notions
6. Compactness of the Space of Maximal Ideals over a Banach Algebra; an Introduction to Topological Groups and Star Algebras
7. The Quotient Group of a Topological Group and Some Further To...
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Lectures on Gleason Parts
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1. Examples of Gleason parts
2. Proof of the d-σ-G identity
3. Geometric description of parts in TB
4. Representing measures and parts in TC
5. Inner parts and their associated normed spaces
6. Selection of mutually absolutely continuous representing measuresx
7. Integral kernels
8. Geometric properties of d, and a continuous selection theorem
9. Completeness of the part metric
10. Linear functionals as differences of ...
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Hill's Equation
Hill's EquationWilhelm Magnus, Stanley WinklerI. Basic Concepts
II. Characteristic Values and Discriminant
III. Elementary Formulas
IV. Oscillatory Solution
V. Intervals of Stability and Instability
VI. Discriminant
VII. Coexistence
VIII. Examples
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