An elementary proof of borsuk theorem

Mathematics – Metric Geometry

Scientific paper

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2 pages, 1 figure, this note is one of the results of my participation in `Math in Moscow' program

Scientific paper

In 1933, Borsuk conjectured that any bounded d-dimensional set of nonzero
diameter can be broken into d + 1 parts of smaller diameter. This conjecture
was disproved for large enough d, though it is true for low dimensional cases.
The paper provides an alternative proof for d = 2 case.

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