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II. The theory of 2-dimensional locally Euclidean geometries
III. Generalisations and applications
IV. Geometries on the torus, complex numbers and Lobachevsky geometry
€18,00
17 biedingen
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Measure Theory
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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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2. Proposities
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4. Predicaten
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7. Volledige inductie
8. Relaties en grafen
9. Ordeningen
10. Oneindige verzamelingen
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3 Tellen
4 Iteratie
5 De gehele getallen
6 Talstelsels
7 De rationale getallen
8 De hoofdstelling van de rekenkunde
9 Combinaties
10 Permutaties
11 Modulorekenen
12 Kwadraatresten
13 Priemtesten en factorisatie
14 Limieten
15 De reële getallen
16 De p-adische getallen
17 De complexe getallen
18 Kwadratische getallen
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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
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2. Linear Topological Spaces
3. The Category Theorems
4. Convexity in Linear Topological Spaces
5. Duality
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Introduction to General Relativity
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Getaltheorie voor Beginners
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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
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Lehrbuch der Algebra II
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3. The Stieltjes Integral and Its Generalizations
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4. Integral Equations
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6. Completely Continuous Symmetric Transformations of Hilbert Space
7. Bounded Symmetric, Unitary, and Normal Transformations of Hilbert Space
8. Unbounded Linear Transformations of Hilbert Spa...
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Introduction to Analytic Number Theory
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2. Arithmetical Functions and Dirichlet Multiplication
3. Averages of Arithmetical Functions
4. Some Elementary Theorems on the Distribution of Prime Numbers
5. Congruences
6. Finite Abelian Groups and Their Characters
7. Dirichlet’s Theorem on Primes in Arithmetical Progressions
8. Periodic Arithmetical Functions and Gauss Sums
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Real and Functional Analysis
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2. Measure
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6. Hilbert Spaces
7. Measure and Topology
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4. A Brief Introduction to Groups
5. Elementary Synthetic Projective Geometry
6. The Fundamental Theorem for Projectivities on a Line
7. A Brief Introduction to Division Rings
8. Projective Planes over Division Rings
9. Introduction of Coordinates in a Projective Plane
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Lehrbuch der Algebra I
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Tensors, Relativity and Cosmology
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Intuitive Concepts in Elementary Topology
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2. Networks and Maps
3. Topological Equivalence in Three-Dimensional Space
4. Maps on a Sphere with Handles
5. The Jordan Curve Theorem
6. Sets
7. Transformations
8. Spaces
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Real and Complex Analysis
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2. Positive Borel Measures
3. L p -Spaces
4. Elementary Hilbert Space Theory
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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
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10 biedingen
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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
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2. Synthetic and analytic geometry
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7. Some simple types of curves
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9. Global...
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Circles, A Mathematical View
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6. The Product of Two Reflections
7. Even Isometries
8. Classification of Plane Isometries
9. Equations for Isometries
10. The Seven Frieze Groups
11. The Seventeen Wallpaper Groups
12. Tessellations
13. Similarities on the Plane
14. Classical Theorems
15. Affine Transformations
16. Transformations on Three-space
17. Spac...
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II. Invoering van het getal nul en van de negatieve en de gebroken getallen
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IV. Invoering der onmeetbare getallen volgens Dedekind
V. Invoering der onmeetbare getallen volgens Baudet
VI. Invoering der onmeetbare getallen volgens Weierstrass
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B. Algebraïsche behandeling
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III. Oppervlakken; Krommingstheorie
IV. Regeloppervlakken
V. Enige Tensorrekening
VI. De fundamentele betrekkingen
VII. De meetkunde op het oppervlak
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Linear Algebra
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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
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Projective Geometry
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2. One-Dimensional Projective Geometry
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Symmetrische functies der wortels en discriminant
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Oplosbaarheid van hoogere-machtsvergelijkingen met wortelvormen
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5. Special Topics
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2. Normal subgroups and homomorphisms
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5. Permutation groups
6. Automorphisms
7. Free groups
8. Lattices and composition series
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10. Supersolvable and nilpotent groups
11. Basic commutators
12. The theory of p-groups; regular p-groups
13. Further theory of Abelian groups
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15. Group extensions and cohom...
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Einleitung in die Theorie der binären Formen von F. Faà di Bruno
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II. Resultanten und Diskriminanten
III. Kanonische Formen
IV. Invarianten
V. Kovarianten
VI. Typische Darstellungen
VII. Specielle Theorien
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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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VI. Partieele differentiaalvergelijkingen van de eerste orde
VII. Partieele differentiaalvergelijkingen van de tweede orde
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Theorie der Funktionen mehrerer komplexer Veränderlichen
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V. Die Verteilung der Nullstellen und ausserwesentlichen Singularitäten
VI. Theorie der Regularitätsbereiche und Regularitätshüllen
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2. Basic information from group theory
3. Galois theory
Part II. The soltuion of equations in radicals
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3. Structure of equations which are not solvable in radicals
4. Non-solvability in radicals of the general equation of degree n >= 5
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Mathematical Methods for Physicists
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2. Coordinate Systems
3. Tensor Analysis
4. Determinants, Matrices, and Group Theory
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6. Functions of a Complex Variable I
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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
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Introduction to Hilbert Space and the Theory of Spectral Multiplicity
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II. The Algebra of Operators
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2. Solution of Equations by Determining the Values of the Unknown Function on a Dense Set
3. Equations with Several Unknown Functions
4. Reduction to Differential and Integral Equations, General Methods
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6. Composite Equations
7. Equations with Several U...
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II. Permutations- und Transformationsgruppen
III. Homomorphe Abbildungen
IV. Einige wichtige Strukturaussagen über Gruppen
Teil II: Allgemeine Ring- und Körpertheorie
V. Grundbegriffe der Ring- und Körpertheorie
VI. Ringkonstruktionen, homomorphe Abbildungen
VII. Algebraische Strukturen mit Operatorenbereichen
VIII. Teilbarkeitslehre
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Lehrbuch der abzählenden Methoden der Geometrie
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4. Das Korrespondenzprinzip
5. Systeme von Gebilden
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IV. Oneindige reeksen. Niet differentieerbare functies. De reeks van Euler
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Dubbelverhouding van 4 punten op een rechte lijn
Drie bewijzen voor de onveranderlijkheid der dubbelverhouding bij centrale projectie
…
Bewijs van de stelling dat voor ieder niet-ontwikkelbaar regeloppervlak graad en klasse gelijk zijn
Doorsnijding van een kubisch regeloppervlak en een hyperboloïde
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Het rekenen in talstelsels en met positieve en negatieve getallen.
Binomium van Newton en de stelling van Fermat.
Indicator en de stelling van Euler.
Onbepaalde vergelijkingen en kenmerken van deelbaarheid.
Vierkantsworteltrekking en eindcijfers van vierkanten.
Priemgetallen en ontbinding in priemfactoren.
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IV. Dirichlet finite biharmonic functions
V. Bounded Dirichlet finite biharmonic functions
VI. Harmonic, quasiharmonic, and biharmonic degeneracies
VII. Riesz representation of biharmonic functions
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An Introduction to Plane Projective Geometry
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VII. Cross-ratio
VIII. The Generation of the Conic
IX. The Conic: General Properties
X. Special Forms of the Equations of the Conic
XI. Quadrilaterals and Quadrangles
XII. Pencils and Ranges of Conics
XIII. P...
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IV. De Kegelsneden
V. De Kegelsneden vervolg
VI. De Kegelsnede als grondslag voor Niet-Euclidische maatbepaling
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2. First Order Differential Equations
3. Second Order Linear Equations
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7. Systems of First Order Linear Equations
8. Numerical Methods
9. Nonlinear Differential Equations and Stability
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2. The cos πλ -theorem
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4. The Paley conjecture
5. A cos πλ -problem an da differential inequality
6. A counterexample
7. Proof of theorem 5.2
8. Two consequences of a theorem of A. Baernstein
9. On two theorems of A. Baernstein
10. References
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5. The integral
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7. Exponential and logarithmic functions
8. Further calculus of transcendental functions
9. Techniques of Integration
10. Polar coordinates and conic sections
11. Infinite series
12. Vectors, curves and surfaces in space
13. Partial differentiation
14. ...
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III. Quaternäre Formen, Komplexex
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V. Reihenentwicklung
VI. Endlichkeitssätze
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VIII. Differentialgleichungen für Invarianten
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