Jesus Igor Heberto Barahona Torres, Paulo Cesar Manrique-Mirón, Erick Treviño-Aguilar
Published 2019-11-13Version 1
Motivated by models in engineering and also biology we determine in closed form the probability density function of the angle shaped by two random chords in a fixed disc. Our main result focus on the event in which the intersection locates inside the fixed disc and establishes a sine law.
Number of regions created by random chords in the circle
Probability density function of SDEs with unbounded and path--dependent drift coefficient
On the approximation of the probability density function of the randomized heat equation
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