Add to ORKGA famous problem in elementary probability is to compute the likelihood that two people in a room with n people have the same birthday. Here we adopt the common simplifying assumptions that the birthdays in the room are drawn independently and at random from a 365-day year. Use the slider to adjust the number of people in the roomComponente Curricular::Ensino Médio::Matemátic
In a previous paper Camarri and Pitman studied the asymptotics for repeat times in random sampling b...
We study the birthday problem and some possible extensions. We discuss the unimodality of the corres...
One of the most renowned probability problems is the birthday problem: if n balls are randomly drop...
A famous problem in elementary probability is to compute the likelihood that two people in a room wi...
Question, how many people would you need in a group in order for there to be a 50-50 chance that at ...
The birthday problem is a widely known observation, can be found in most of the textbooks on probabi...
In his landmark book An Introduction to Probability Theory and Its Applications (Wiley, 1950), Willi...
One of the fundamental concepts in statistics is that of probability. It forms an integral part of ...
El problema del cumpleaños, en el contexto clásico, se resuelve asumiendo una distribución de probab...
The classical birthday problem considers the probability that at least two people in a group of size...
The birthday problem is a popular probability conundrum at least partially because of the apparent c...
In the presented work we discuss the birthday problem with unlike probabilities. First, we introduce...
AbstractWe consider a generalisation of the birthday problem that arises in the analysis of algorith...
This paper describes techniques to characterize the number of singletons in the setting of the gener...
This paper teaches and expands on the basics of probability using the birthday paradox. This was cho...
In a previous paper Camarri and Pitman studied the asymptotics for repeat times in random sampling b...
We study the birthday problem and some possible extensions. We discuss the unimodality of the corres...
One of the most renowned probability problems is the birthday problem: if n balls are randomly drop...
A famous problem in elementary probability is to compute the likelihood that two people in a room wi...
Question, how many people would you need in a group in order for there to be a 50-50 chance that at ...
The birthday problem is a widely known observation, can be found in most of the textbooks on probabi...
In his landmark book An Introduction to Probability Theory and Its Applications (Wiley, 1950), Willi...
One of the fundamental concepts in statistics is that of probability. It forms an integral part of ...
El problema del cumpleaños, en el contexto clásico, se resuelve asumiendo una distribución de probab...
The classical birthday problem considers the probability that at least two people in a group of size...
The birthday problem is a popular probability conundrum at least partially because of the apparent c...
In the presented work we discuss the birthday problem with unlike probabilities. First, we introduce...
AbstractWe consider a generalisation of the birthday problem that arises in the analysis of algorith...
This paper describes techniques to characterize the number of singletons in the setting of the gener...
This paper teaches and expands on the basics of probability using the birthday paradox. This was cho...
In a previous paper Camarri and Pitman studied the asymptotics for repeat times in random sampling b...
We study the birthday problem and some possible extensions. We discuss the unimodality of the corres...
One of the most renowned probability problems is the birthday problem: if n balls are randomly drop...