We discuss some particular cases of the following problem. Each of m persons tosses a coin. Those who get heads stay for the next round. Those who get tails are eliminated; however, if all persons get tails in a round, they move to the next round (as if each of them had got a head). The problem is to find the possibility that exactly one person is left after r rounds. All coins are considered identical but not necessarily fair
We give some examples of differentiating identities to prove formulas in probability theory and comb...
The first game we discuss originated in [1, 2], although we mostly follow [3] in our exposition. The...
Cahier de recherche du CEREMADE, n° 522We study the maxmin value of a zero-sum repeated game where p...
This paper is an exposition of the solution to the following problem: N players each tosses a fair c...
Consider a game in which a fair coin is tossed repeatedly. When the cumulative number of heads is gr...
Consider a game in which a fair coin is tossed repeatedly. When the cumulative number of heads is gr...
What is the average number of coin tosses needed before a particular sequence of heads and tails fir...
What is the average number of coin tosses needed before a particular sequence of heads and tails fir...
What is the average number of coin tosses needed before a particular sequence of heads and tails fir...
The following scenario was examined in [1]: we toss ideal coins, then toss those which show tails a...
How many consecutive heads can we observe in a run of coin tossing of length n? Although the problem...
Consider the following guessing game: Lucy thinks of a number that is in between 0 and 100 and James...
AbstractN people select a loser by flipping coins. Recursively, the 0-party continues until the lose...
Noções de Estatística.A simulation of the statistical properties of the outcome of tosses of many co...
We give some examples of differentiating identities to prove formulas in probability theory and comb...
We give some examples of differentiating identities to prove formulas in probability theory and comb...
The first game we discuss originated in [1, 2], although we mostly follow [3] in our exposition. The...
Cahier de recherche du CEREMADE, n° 522We study the maxmin value of a zero-sum repeated game where p...
This paper is an exposition of the solution to the following problem: N players each tosses a fair c...
Consider a game in which a fair coin is tossed repeatedly. When the cumulative number of heads is gr...
Consider a game in which a fair coin is tossed repeatedly. When the cumulative number of heads is gr...
What is the average number of coin tosses needed before a particular sequence of heads and tails fir...
What is the average number of coin tosses needed before a particular sequence of heads and tails fir...
What is the average number of coin tosses needed before a particular sequence of heads and tails fir...
The following scenario was examined in [1]: we toss ideal coins, then toss those which show tails a...
How many consecutive heads can we observe in a run of coin tossing of length n? Although the problem...
Consider the following guessing game: Lucy thinks of a number that is in between 0 and 100 and James...
AbstractN people select a loser by flipping coins. Recursively, the 0-party continues until the lose...
Noções de Estatística.A simulation of the statistical properties of the outcome of tosses of many co...
We give some examples of differentiating identities to prove formulas in probability theory and comb...
We give some examples of differentiating identities to prove formulas in probability theory and comb...
The first game we discuss originated in [1, 2], although we mostly follow [3] in our exposition. The...
Cahier de recherche du CEREMADE, n° 522We study the maxmin value of a zero-sum repeated game where p...