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Plussen en minnen - Wiskunde en de Wereld om ons heen

Everything you always wanted to know about numbers

1. Axioms of Probability2. Combinatorial Methods3. Conditional Probability and Independence4. Distribution Functions and Discrete Random Variables5. Special Discrete Distributions6. Continuous Random Variables7. Special Continuous Distributions8. Bivariate Distributions9. Multivariate Distributions10. More Expectations and Variances11. Sums of Independent Random Variables and Limit Theorems12. Stochastic Processe13. Simulation

1. Vector Spaces2. Linear Transformations and Matrices3. Elementary Matrix Operations and Systems of Linear Equations4. Determinants5. Diagonalization6. Inner Product Spaces7. Canonical Forms

1. Markov Chains2. Renewal Theory3. Point Processes4. Continuous Time Markov Chains5. Brownian Motion6. The General Random Walk There are so many good introductory texts on [stochastic processes] that one can hardly hope to write a better or more attractive one. This book however convinced the reviewer that it very likely that the Adventures will beocme a widely used popular first year graduate text on stochastic processes. The book is flexible the motivations of deep theories are clear the exam...

1. Breuken 2. Hoofdbewerkingen 3. Machten 4. De distributieve eigenschap 5. Rationale getallen 6. Vergelijkingen en ongelijkheden -----------

1 Ordinaru Differential Equations2. Vectors and Matrices3. Vector Analysis4. Fourier Analysis5. Complex Analysis6. Numerical Methods

An Introduction to Quantitative Methods for Historians

Ostwald's Klassiker Der Exakten Wissenschaften.Nr. 107.Wahrscheinlichkeitsrechnung(Die Kunst Des Ratens)Von Jakob Bernoulli.(1713.)Erster Und Zweiter Theil.Dritter und vierter Theil mit dem Anhange: Brief an einen Freund uber das Ballspiel (Jeu de Paume).Wilhelm Engelmann In Leipzig

1. Survey and proposals2. Criteria for a philosophy of mathematics3. Myths/Mistakes/Misunderstandings4. Intuition/Proof/Certainty5. Five Classical Puzzles6. Mainstream before the crisis7. Mainstream philosophy at its peak8. Mainstream since the crisis9. Foundationism Dies/Mainstream lives10. Humanists and mavericks of old11. Modern humanists and mavericks12. Contemporary humanists and mavericks13. Mathematics is a form of live

1. An Old Chinese Theorem and Pierre De Fermat2. Louis Posa3. Equilateral Triangles4. The Orchard Problem5. Δ-Curves6. It's Combinatorics that Counts!7. The Kozyrev-Grinberg Theory of Hamiltonian Circuits8. Morley's Theorem9. A Problem in Combinatorics10. Multiply-Perfect Superabundant and Practical Numbers11. Circles Squares and Lattice Points12. Recursion13. Poulet Super-Poulet and Related Numbers

1. Three Surprises from Combinatorics and Number Theory2. Four Minor Gems from Geometry3. A Problem in Checker-Jumping4. The Generation of Prime Numbers5. Two Combinatorial Proofs6. Bicentric Polygons Steiner Chains and the Hexlet7. A Theorem of Gabriel Lame8. Box-packing Problems9. A Theorem of Bang and the Isosceles Tetrahedron10. An Intriguing Series11. Chvatal's Art Gallery Theorem12. The Set of Distances Determined by n Points in the Plane13. A Putnam Paper Problem14. Lovasz' Proof of a The...

Mathematical problems by topicI. Algebra Aritmetic Number Theory Sequences ProbabilityII. Combinatorics Combinatorial Geometry (maxima and minima)III. Geometry (maxima and minima)

1. H.L. Dorwart D.T. Finkbeiner - Chromatic Graphs2. K.R. Rebman - How to Get (at least) a Fair Share of the Cake3. R.P. Boas - Some Remarkable Sequences of Integers4. S.K. Stein - Existence out of Chaos5. Ross Honsberger - Some Surprises in Probability6. R.P. Boas - Anomalous Cancellation7. G.D. Chakerian - A Distorted View of Geometry8. R.P. Boas - Convergence Divergence and the Computer9. Ross Honsberger - Kepler's Conics10. R.P. Boas - The Skewes Number

complete jaargang

1. Kan een computer denken?2. Algoritmen en Turingmachines3. Wiskunde en realiteit4. Waarheid begrip en inzicht5. De klassieke wereld6.Quantummagie en quantummysterie7. Kosmologie en de richting van tijd8. Op zoek naar de quantumgravitatietheorie9. Echte hersenen en modelhersenen10. Waar vinden we de fysica van het denken?