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Eindexamen-opgaven wiskunde van gymnasia en lycea
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Algebra
Meetkunde
Driehoeksmeting en Analytische Meetkunde
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Wiskunde-Opgaven van de Toelatings Examens tot de Universiteiten vanaf 1925 t/m 1948 - Verzameld en van uitkomsten voorzien
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- Meetkunde
- Trigonometrie en Analytische Meetkunde
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Spelen met puzzels
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Tangram
Meetkundige legpuzzels
Polyvormen
Luciferpuzzels
Dominopuzzels
Constructiepuzzels
Magische vierkanten
Ring-touw-en-bal-puzzels
Touwpuzzels
Doolhoven en labyrinten
Draadpuzzels
Getallenpuzzels
Verplaatsingsproblemen
Oplossingen
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Scientists - Extraordinary people who altered the course of history
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Getallen Symboliek
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II. Getalswaarde der letters
III. De Quaballah van Pythagoras
IV. Hoe men door getallen voorspellen kan, met voorbeelden
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VI. Goede en slechte dagen
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IX. Kleuren, metalen en edelstenen ...
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5. Die Hochkulturen Altamerikas
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8. Die europäische Antike
9. Der Weg der indisch-arabischen Ziffern nach Europa
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A Course of Modern Analysis
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An introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions
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II. The Theory of Convergence
III. Continuous Functions and Uniform Convergence
IV. The Theory of Riemann Integration
V. The fundamental properties of Analytic Functions; Taylor's, Laurent's, and Liouville's Theorema
VI. The Theory of Residues; applicati...
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The Art and Theory of Dynamic Programming
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2. Equipment Replacement
3. Resource Allocation
4. The General Shortest-Path Problem
5. The Traveling-Salesman Problemx
6. Problems with Linear Dynamics and Quadratic Criteria
7. Discrete-Time Optimal-Control Problems
8. The Cargo-Loading Problem
9. Stochastic Path Problems
10. Stochastic Equipment Inspection and Replacement Models
11. Dynamic Inventory Systems
12. Inventory Models with Special ...
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Axiomatic Projective Geometry
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III. Coordinates in the Plane
IV. Incidence Propositions in Space
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A Source Book in Mathematics 1
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II. The Field of Algebra. Eighteen articles on algebra include writings by Fermat, John Wallis, Newton, Leibniz, Abel, Galois, etc.
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Een Koele Blik op Waarheid
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3. Voorbeelden van bewijzen
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5. De regels van het spel
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De Veelzijdigheid van Bollen
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5. De formule van Euler
6. De vijf regelmatige veelvlakken
7. Halfregelmatige veelvlakken
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Mathematics - Queen and Servant of Science
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2. Mathematical truth
3. Breaking bounds
4. "The same, yet not the same"
5. The art of abstraction
6. Oaks from acorns
7. Pictorial thinking
8. Landmarks old and new
9. Groups
10. A metrical universe
11. The queen of mathematics
12. Abstraction and prediction
13. From Cyzicus to Neptune
14. Two kinds of picture
15. The chief instrument of applied mathematics
16. Further calculuses
17. Waves and vibrations
18. Choice and chance
...
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Zwaartekracht bestaat niet - Een vraagstuk voor de 21ste eeuw
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Introduction to the Theory of Games
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Regression Analysis By Example
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2. Detection and Correction of Model Violations: Simple Linear Regression
3. Multiple Regression Model
4. Qualitative Variables as Regressors
5. Weighted Least Squares
6. The Problem of Correlated Errors
7. Analysis of Collinear Data
8. Biased Estimation of Regression Coefficients
9. Selection of Variables in a Regression Equation
Selected Problems
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Decision and Estimation Theory
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2. Review of Probability Theory
3. Binary Decisions: Single Observation
4. Binary Decisions: Multiple Observations
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6. Sequential Decision Theory
7. Composite and Nonparametric Decision Theory
8. Fundaments of Estimation
9. Estimation with Gaussian Noise
10. Properties of Estimators
11. State Estimation
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How to solve it
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I. In the classroom
II. How to solve it
III. Short dictionary of heuristic
IV. Problems, hints, solutions
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Informatie over leren en onderwijzen - Leerpsychologie en onderwijs 1
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4. Drs. J. de Jong - Leerpsychologie en geprogrammeerde instructie
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A Book of Problems in Ordinary Differential Equations
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Paradoxen - Van illusies tot oneindigheid: vermeende tegenstellingen
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Weten en geloven
Vaagheid en identiteit
Logica en waarheid
Wiskundige paradoxen
Kansparadoxen
Ruimte en tijd
Onmogelijkheden
Keuzes maken
Register van filosofen
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Mathematische Spiele
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Kapitel II. Das Boß Puzzle oder Fünfzehnerspiel
1. Geschichte und Beschreibung des Spiels
2. Lösung der Aufgabe
3. Die mathematische Theorie des Spiels
Kapitel III. Solitär- oder Einsiedlerspiel
1. Spielregel. Notation
2. Aufgaben bei teilweise besetztem Brett
3. Vollbesetztes Brett
4. Theorie des Spiels
Kapitel IV. Dyadische Spiele
1. Die Reihe der Potenzen der Zahl 2
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3. Errate...
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The Enjoyment of Math
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Calculus vol. I
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Part 1. Historical Introduction
Part 2. Some Basic Concepts of the Theory of Sets
Part 3. A Set of Axioms for the Real Number System
Part 4. Mathematical Induction, Summation Notation, and RelatedTopics
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2. Some Applications of Differentiation
3. Continuous Functions
4. Differential Calculus
5. The Relation between Integration and Differentiation
6. The Logarithm, the Exponential, and the Inverse TrigonometricFu...
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Famous Problems of Elementary Geometry
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The Trisection of an Angle
The Quadrature of the Circle
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Elementary Differential Equations and Boundary Value Problems
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2. First Order Differential Equations
3. Second Order Linear Equations
4. Series Solutions of Second Order Linear Equations
5. Higher Order Linear Equations
6. The Laplace Transform
7. Systems of First Order Linear Equations
8. Numerical Methods
9. Nonlinear Differential Equations and Stability
10. Partial Differential Equations and Fourier Series
11. Boundary Value Problems and Sturm...
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Linear Algebra and Differential Equations
Linear Algebra and Differential EquationsCharles G. Cullen1. First-Order Ordinary Differential Equations
2. Matrices and Systems of Linear Equations
3. Vector Spaces and Linear Transformations
4. Eigenvalues and Eigenvectors
5. Higher-Order Linear Differential Equations
6. Systems of Linear Differential Equations
7. Variable Coefficients and Solutions in Series Form
8. The Laplace Transform
9. Representation Theory for Linear Transformations
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The Theory of Numbers and Diophantine Analysis
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II. On the Indicator of an Integer
III. Elementary Properties of Congruences
IV. The Theorems of Fermat and Wilson
V. Primitive Roots Modulo m
VI. Other Topics
----
I. Introduction. Rational Triangles. Method of Infinite Descent
II. Problems Involving a Multiplicative Domain
III. Equations of the Third Degree
IV. Equations of the Fourth Degree
V. Equations of Degree Higher Than the Fourth. The ...
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Harmonische Räume und ihre Potentialtheorie
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II. Superharmonische Funktionen und Potentiale
III. Balayage-Theorie
IV. Dirichletsche Problem
V. Zerlengungs- und Fortsetzungssatz
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Potential Theory
Potential TheoryJohn Wermer2. Electrostatics
3. Poisson's Equation
4. Fundamental Solutions
5. Capacity
6. Energy
7. Existence of the Equilibrium Potential
8. Maximum Principle for Potentials
9. Uniqueness of the Equilibrium Potential
10. The Cone Condition
11. Singularities of Bounded Harmonic Functions
12. Green's Function
13. The Kelvin Transform
14. Perron's Method
15. Barriers
16. Kellogg's Theorem
17. The Riesz Decomposition Theorem
18. Applications of the Riesz Decomposition
19. Appendix
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The cos πλ Theorem
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2. The cos πλ -theorem
3. A generalization of the Ahlfors-Heins theorem
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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Univalent Functions - Selected Topics
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2. Special classes: convex, starlike, real, typically real, close-to-convex, bounded boundary rotation
3. The Pólya-Schoenberg conjecture
4. Representation of continuous linear functionals
5. Faber polynomials
6. Extremal length and equicontinuity
7. Compact families ℱ(D,ℓ1,ℓ2,P,Q) of univalent functions normalized by two linear functionals
8. Properties of extreme points for some compact families ℱ(D...
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Theta Functions on Riemann Surfaces
Theta Functions on Riemann SurfacesJohn D. FayI. Riemann's theta function
II. The prime-form
III. Degenerate Riemann surfaces
IV. Cyclic unramified coverings
V. Ramified double coverings
VI. Bordered Riemann surfaces
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Analytic Capacity and Measure
Analytic Capacity and MeasureJohn GarnettI. Analytic capacity
II. The Cauchy transform
III. Hausdorff measure
IV. Some examples
V. Applications to approximation
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Extremum Problems for Bounded Univalent Functions
Extremum Problems for Bounded Univalent FunctionsOlli TammiI. Generated functions
1. Introduction
2. Löwner-functions
3. Generalized Löwner-functions
4. A generalization of the class S(b)
5. Functions with bounded boundary rotation
II. Variation of the extremum function
1. Variation of Green's function
2. The Schiffer-condition for S(b)-functions
3. The coefficient a3
III. The area principle
1. The power inequality
2. Application to the coefficient a3 and a4
3. Optimization of parameters for...
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Topics in Nevanlinna Theory
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II. Equidimensional higher dimensional theory
III. Nevanlinna Theory for Meromorphic Functions on Coverings of C
IV. Equidimensional Nevanlinna Theory on Coverings of Cn
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Conformal Geometry and Quasiregular Mappings
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II. Modulus and capacity
III. Quasiregular mappings
IV. Boundary behavior
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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
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