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Passen en Meten met Cirkels
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2. Archimedische cirkels
3. Inversie
4. Ketens van Pappos
5. Afsluitende opdrachten
6. Antwoorden van de opgaven
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Girls into Mathematics Can Go
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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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Harmonische Räume und ihre Potentialtheorie
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II. Superharmonische Funktionen und Potentiale
III. Balayage-Theorie
IV. Dirichletsche Problem
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Getallenbrouwerij - alternatief rekenen
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3. Complexe getallen
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Mathematik - nix für frauen?!!
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Ordinary Differential Equations
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2. The method of isoclines
3. Euler's method
4. Equations with separable variables
5. Homogeneous equations
6. Linear equations of the first order. Bernoulli equations
7. Total differential equations. Integrating factors
8. Differential equations of the first order not solved for the derivative
9. Formation of differential equations of families of curves. Problems on trajectories
10. Various problems
11. D...
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Potential Theory
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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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Voorspellen met Modellen
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2. Bouwstenen
3. Het schatten en evalueren van een model
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6. Zelf voorspellen met modellen
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Hypatia's Sisters - Biographies of Women Scientists - Past and Present
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Lehrbuch der Differential-Gleichungen
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2. Differentialgleichungen erster Ordnung
3. Die allgemeine lineare Differentialgleichung mit konstanten Koeffizienten
4. Verschiedenartige Integrationsmethoden
5. Integration durch Reihen
6. Hypergeometrische Reihen
7. Lösung durch bestimmte Integralen
8. Gewöhnliche Differentialgleichungen mit mehr als zwei Veränderlichen
9. Partielle Differentialgleichungen erster Ordnung
10. Partielle Differentialgleichungen zweiter und höher...
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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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Kunst en Wiskunde
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2. Verhoudingen en maatstelsels
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5. Anamorfosen
6. Maaswerk
7. Pythagorasbomen
8. Spel met hol en bol
9. Varia
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Women in Mathematics
Women in MathematicsLynn M. OsenHistory
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From the Dark Ages to the Renaissance: The "Witch" of Agnesi, 1718-1799
Emilie de Breteuil, Marquise du Châtelet, 1706-1749
Caroline Herschel, 1750-1848
Sophie Germain, 1776-1831
Mary Fairfax Somerville, 1780-1872
Sonya Corvin-Krukovsky Kovalevsky, 1850-1891
Emmy (Amalie) Noether, 1882-1935
The Golden Age of Mathematics
The Feminine Mathtique
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Grundzüge der Differential- und Integralrechnung
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II. Grenzwerte
III. Die rationalen Rechnungsoperationen
IV. Funktionen einer Veränderlichen
V. Geometrische Interpretation der Zahlen und Funktionen
VI. Differentiation von Funktionen einer Veränderlichen
VII. Unendliche Reihen
VIII. Einige Anwendungen der Potenzreihen
IX. Maxima und Minima
X. Differentiation von Funktionen mehrerer Veränderlicher
XI. Maxima und Minima
XII. Umkehrung von...
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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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Blik op Oneindig
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2. De geschiedenis van oneindig
3. Rekenen met oneindig
4. Oneindige processen
5. Oneindig veel getallen optellen I
6. Oneindig kleine getallen
7. Hoeveel procent is ...
8. Oneindig veel getallen optellen II
9. De stelling van Cantor
10. Oneindig veel getallen optellen III
11. Oneindige hoeveelheden
12. Het aftellen van de rationale getallen
13. Hogere orden oneindig
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Emmy Noether 1882-1935
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Bryn Mawr und Princeton (Herbst 1933-Frühjahr 1935)
Nachruf auf Emmy Noether
- B.L. van der Waerden
- Hermann Weyl
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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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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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