Table of Contents

Binomial coefficients, polynomials, and sequences (Several approaches to a certain problem) by V. N. Vaguten Formulas for prime numbers by Yu. V. Matiyasevich Fermat's theorem for polynomials by B. Martynov Commuting polynomials by I. Yantarov On the removal of parentheses, on Euler, Gauss, and Macdonald, and on missed opportunities by D. B. Fuchs Chebyshev polynomials and recurrence relations by N. Vasil'ev and A. Zelevinskii Why resistance does not decrease by O. V. Lyashko Evolution processes and ordinary differential equations by V. I. Arnol'd Irrationality and irreducibility by V. A. Oleinikov Irreducibility and irrationality by V. A. Oleinikov The arithmetic of elliptic curves by Yu. P. Solov'ev Pascal's hexagrams and cubic curves by N. B. Vasil'ev Kepler's second law and the topology of abelian integrals (According to Newton) by V. I. Arnol'd Partitions of integers by F. V. Vainstein On the Denogardus great number and Hooke's law by V. Yu. Ovsienko Polynomials having least deviation from zero by S. Tabachnikov.