In mathematics, the Crofton formula, named after Morgan Crofton (1826–1915), (also Cauchy-Crofton formula) is a classic result of integral geometry relating the length of a curve to the expected number of times a "random" line intersects it. == Statement == Suppose γ {\displaystyle \gamma } is a rectifiable plane curve.
In mathematics, the Crofton formula, named after Morgan Crofton (1826–1915), (also Cauchy-Crofton formula) is a classic result of integral geometry relating the length of a curve to the expected number of times a "random" line intersects it. == Statement == Suppose γ {\displaystyle \gamma } is a rectifiable plane curve.
Source: Wikipedia "Crofton formula" · CC BY-SA 4.0
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