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Karol Borsuk

Biography of Karol Borsuk (BB^Y-1982) an idea that modifies the definition of Cartesian product and leads to the construction of some curious manifolds.

Karol Borsuk is described in multiple online sources, as addition to our editors' articles, see section below for printable documents, Karol Borsuk books and related discussion.

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THE BORSUK CONJECTURE
The Borsuk Conjecture is about cutting objects into “smaller” The Borsuk Cojecture is still an open problem, in many Karol Borsuk (1905 – 1982).
For, the given identity implies dîr + b2r + ' ' ' + C2r = 0, {f = 0, 1
BY KAROL BORSUK AND STANISLAW ULAM. 1. Introduction.
J.W.Milnor: On the total Curvature of Knots
cian Karol Borsuk in 1949.
Lecture 1: Introduction 1 What is combinatorics?
The proof of Sperner's lemma is equally elegant, by double counting. 4. Borsuk's conjecture.
SAMUEL EILENBERG
Kuratowski, Wacław Sierpiński, and Karol Borsuk. In 1936, Eilenberg received his doctorate for a thesis concerned with the topology of the plane.

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Derzeit keine Sommerferien für die "Preußen"-Musiker
Mit Preisträgern internationaler Wettbewerbe gestalten sie unter Leitung von Karol Borsuk Konzerte am 18. August in der Kathedrale von Kolberg und am 19 August in der Kathedrale von Koszalin. Zur Ostseetournee gastieren die "Preußen" am 1.

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Karol Borsuk - Wikipedia, the free encyclopedia
Karol Borsuk (May 8, 1905, Warsaw – January 24, 1982, Warsaw) was a Polish mathematician. His main interest was topology.
Borsuk biography
Karol Borsuk's father, Marian Borsuk, was a surgeon in Warsaw while his mother was Zofia Maciejewska.
Borsuk summary
The Mathematics Genealogy Project - Karol Borsuk
According to our current on-line database, Karol Borsuk has 16 students and 338 descendants. We welcome any additional information.
Karol Borsuk, mathematician - Angelfire
Karol Borsuk's father, Marian Borsuk, was a surgeon in Warsaw . His mother was Zofia Maciejewska. During the years 1915-1923 he attended the Gimnazjum S.

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