Table of Contents
Tendence k jednotě v matematice
The Apollonian decay of beer foam bubble size distribution and the lattices of Young diagrams and their correlated mixing functions.
The best possible unification for any collection of physical theories.
The CDPYE environment: an interactive support for studying Probability and Statistics.
The convergence of explicit Runge-Kutta methods combined with Richardson extrapolation
Runge-Kutta methods are widely used in the solution of systems of ordinary differential equations. Richardson extrapolation is an efficient tool to enhance the accuracy of time integration schemes. In this paper we investigate the convergence of the combination of any explicit Runge-Kutta method with active Richardson extrapolation and show that the obtained numerical solution converges under rather natural conditions.
The dynamics of living and thinking systems, biological networks, and the laws of physics.
The Educational Use of Mathematical Software: Techniques and Examples
The future or graphical communication education in the new South Africa.
The genesis of mathematical structures, as exemplified in the work of Charles Ehresmann
The Geometry of History; 032147658
The Gergonne -pile trick and the base counting system. (El truco de pilas de Gergonne y el sistema de numeración de base .)
The Impact of Modern Mathematics on Ancient Mathematics
In a hitherto unpublished lecture, delivered in Atlanta, 1975, W.R. Knorr reflects on historical method, its sensitivity to modern work, both in mathematics and in the philosophy of mathematics. Three examples taken from the work of Tannery, Hasse, Scholz and Becker and concerning the study of pre-euclidean geometry are discussed: the mis-described discovery of irrational ‘numbers’, the alleged foundations crisis in the 5th century B.C. and the problem of constructibility.
The Instruction of Euclidean Geometry with the Use of Educational Software in Multilingual Classes
The Magic World of Geometry - II. Geometry and Algebra of Braids.
The Maslov dequantization, idempotent and tropical mathematics: a brief introduction.
The Number-System of Algebra [Book]
The problema bovinum of Archimedes.
The problems of definition
The aim of this paper is to present the great kinds of definitions known in mathematical logic, their goals and their means, from their historical and philosophical background (notably thanks to the proof of two theorems), and in order to situate, within this field, the others contributions which make up this number.
The process of induction as a non-classical logic's double negation: evidence from classical scientific theories.