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Geometries and Groups
Geometries and GroupsV.V. Nikulin, I.R. ShafarevichI. Forming geometrical intuition; statement of the main problem
II. The theory of 2-dimensional locally Euclidean geometries
III. Generalisations and applications
IV. Geometries on the torus, complex numbers and Lobachevsky geometry
€2,00
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Measure Theory
Measure TheoryPaul R. HalmosI. Sets and Classes
II. Measures and Outer Measures
III. Extension of Measures
IV. Measurable Functions
V. Integration
VI. General Set Functions
VII. Product Spaces
VIII. Transformations and Functions
IX. Probability
X. Locally Compact Spaces
XI. Haar Measure
XII. Measure and Topology in Groups
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Beschrijven en bewijzen
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2. Proposities
3. Bewijzen met deductie
4. Predicaten
5. Verzamelingen
6. Afbeeldingen
7. Volledige inductie
8. Relaties en grafen
9. Ordeningen
10. Oneindige verzamelingen
11. Extra opgaven
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Introduction to General Relativity
Introduction to General RelativityH.A. AtwaterIntroduction to General Relativity is an introductory text on the concepts and modes of calculation used in general relativity. Topics covered range from Newton's laws of motion and the Galilean transformation to tensor analysis, equations of motion of free particles, electromagnetism, and gravitational fields and waves. Solutions of the field equations are also given. The emphasis is on the actual performance of relativistic calculations, rather tha...
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Op de Schouders van Reuzen - De mechanica van Isaac Newton
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2. Het uitwendig product
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4. De tweewielerkromme van Copernicus
5. De wetten van Kepler
6. De beweging van projectielen bij Galilei
7. De wetten van Newton
8. Het gereduceerde Kepler probleem
9. Het bewijs van Newton in de principia
10. Het algemeen scholium van Newton
11. De ’Lost lecture’ van Feynman
12. De wet van Coulomb
13. De meetkunde van p...
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Linear Topological Spaces
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2. Linear Topological Spaces
3. The Category Theorems
4. Convexity in Linear Topological Spaces
5. Duality
Appendix: Ordered Linear Spaces
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Lehrbuch der Algebra II
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2. Lineare Gruppen
3. Anwendungen der Gruppentheorie
4. Algebraische Zahlen
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Lehrbuch der Algebra I
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2. Die Wurzeln
3. Algebraische Grössen
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Fourier- en Laplace-transformaties
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2. Fourier-reeksen
3. Fourier-integralen en distributies
4. Laplace-transformaties
5. Discrete transformaties
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Real and Functional Analysis
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2. Measure
3. Integration
4. Differentiation
5. Banach Spaces
6. Hilbert Spaces
7. Measure and Topology
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Geometry - A High School Course
Geometry - A High School CourseSerge Lang, Gene Murrow1. Distance and Angles
2. Coordinates
3. Area and the Pythagoras Theorem
4. The Distance Formula
5. Some Applications of Right Triangles
6. Polygons
7. Congruent Triangles
8. Dilations and Similarities
9. Volumes
10. Vectors and Dot Product
11. Transformations
12. Isometries
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Tensors, Relativity and Cosmology
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Part II: Special Relativity
Part III: General Relativity
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Differential and Integral Calculus volume I
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I. Introduction
II. The fundamental ideas of the integral and differential calculus
III. Differentiation and integration of the elementary functions
IV. Further development of the integral calculus
V. Applications
VI. Taylor's theorem and the approximate expression of functions by polynomials
VII. Numerical methods
VIII. Infinite series and other limiting processes
IX. Fourier series
X. A sketch of ...
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Classification Theory of Riemannian Manifolds
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O. Laplace-Beltrami operator
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III. Bounded biharmonic functions
IV. Dirichlet finite biharmonic functions
V. Bounded Dirichlet finite biharmonic functions
VI. Harmonic, quasiharmonic, and biharmonic degeneracies
VII. Riesz representation of biharmonic functions
VIII. Biharmonic Green’s function γ
IX. Biharmonic Green’...
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Real and Complex Analysis
Real and Complex AnalysisWalter RudinPreface
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1. Abstract Integration
2. Positive Borel Measures
3. L p -Spaces
4. Elementary Hilbert Space Theory
5. Examples of Banach Space Techniques
6. Complex Measures
7. Integration on Product Spaces
8. Differentiation
9. Fourier Transforms
10. Elementary Properties of Holomorphic Functions
11. Harmonic Functions
12. The Maximum Modulus Principle
13. Approximation by Rational Functions
14. Conformal Mapping
15. Zeros of Ho...
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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...
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Mathematical Methods for Physicists
Mathematical Methods for PhysicistsGeorge Arfken1. Vector Analysis
2. Coordinate Systems
3. Tensor Analysis
4. Determinants, Matrices, and Group Theory
5. Infinite Series
6. Functions of a Complex Variable I
7. Functions of a Complex Variable II: Calculus of Residues
8. Differential Equations
9. Sturm-Liouville Theory - Orthogonal Functions
10. The Gamma Function (Factorial Function)
11. Bessel Functions
12. Legendre Functions
13. Special Functions
14. Fourier Series
15. Integral Trnasforms
16. ...
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Elemente der Vektor-Analysis - mit Beispielen aus der theoretischen Physik
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Einleitung in die Theorie der binären Formen von F. Faà di Bruno / Über das Formensystem binärer Formen
Einleitung in die Theorie der binären Formen von F. Faà di Bruno / Über das Formensystem binärer FormenDr. Theodor Walter / Dr. Paul GordanTwee boeken in één band
Einleitung in die Theorie der binären Formen von F. Faà di Bruno
I. Symmetrische Funktionen der Wurzeln einer Gleichung
II. Resultanten und Diskriminanten
III. Kanonische Formen
IV. Invarianten
V. Kovarianten
VI. Typische Darstellungen
VII. Specielle Theorien
"Über das Formensystem binärer Formen ist ein Buch von Paul Gorda...
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Linear Algebra
Linear AlgebraSerge Lang1. Vectors
2. Vector Spaces
3. Matrices
4. Linear Mappings
5. Linear Maps and Matrices
6. Scalar Products and Orthogonality
7. Determinants
8. Bilinear Forms and the Standard Operators
9. Polynomials and Matrices
10. Triangulation of Matrices and Linear Maps
11. Spectral Theorem
12. Polynomials and Primary Decomposition
13. Multilinear Products
14. Groups
15. Rings
Appendix 1. Convex Sets
Appendix 2. Odds and Ends
Appendix 3. Angles
€5,50
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