6 citations · 6 across the 3 of their papers we have counts for
3 papers
math.HO2019
Elements of mathematics in problems. Through olympiads and circles to profession
M. Berstein, A. Blinkov, V. Bragin +14
This is a collection of teaching materials used in several Russian universities, schools, and mathematical circles. Most problems are chosen in such a way that in the course of the…
math.HO2013
A square from similar rectangles
Sergey Dorichenko, Mikhail Skopenkov
In the present popular science paper we determine when a square can be dissected into rectangles similar to a given rectangle. The approach to the question is based on a physical i…
math.CO2010★ 6 cited
Dissections of a metal rectangle
Sergey Dorichenko, Maxim Prasolov, Mikhail Skopenkov
In the present popular-science paper, we find out which rectangles can be dissected into squares. The proof is based on a physical interpretation in terms of electrical networks. O…