T1 - Náhodné stretnutie viacerých ľudí v čase
A1 - Stehlíková, Beáta
A1 - Gregušová, Slavomíra
JA - Obzory matematiky, fyziky a informatiky
Y1 - 2013
VL - 42
IS - 3
SP - 19
EP - 34
SN - 1335-4981
N2 - One of classical problems on geometrical probability is calculating
the probability of meeting of two people, arriving independently to the meeting point at the random time and waiting there for the specified time. In the literature, there is also a less well known generalization, considering arrivals of three people and the probabilities that all three of them meet and that at least two of them meet. In this paper we consider these probabilities in the general case of more than two people.
ER -