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Open problem in convex geometry
mathematics, the affine plank problem is an open question in convex geometry posed by Thøger Bang in 1951 as a strengthening of Tarski's plank problem. It asks
Affine_plank_problem
Mathematical problem
d planks of wood of width one foot each. Affine plank problem, on covering a constant body by planks of small total relative width Pyjama problem, on
Tarski's_plank_problem
Mathematical problem about tiling the plane with stripes
\varepsilon ^{-1}/2} . Affine plank problem, on covering a constant body by stripes of small total relative width Tarski's plank problem, on covering bounded
Pyjama_problem
Concept in mathematics
differential forms. A very celebrated case is the problem of Buffon's needle: drop a needle on a floor made of planks and calculate the probability the needle
Integral_geometry
AFFINE PLANK-PROBLEM
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AFFINE PLANK-PROBLEM