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A winning wager that loses over time
conditional-expectation
expected-value
finance
gambling
Does variance do any good to gambling game makers?
probability
statistics
probability-distributions
applications
gambling
Prove a thm on stopped processes given fundamental principle 'you can't beat the system'?
probability-theory
martingales
stopping-times
gambling
Expected Geometric Growth Rate (Kelly's Criterion)
optimization
intuition
finance
economics
gambling
100-sided die probability
probability
puzzle
dice
gambling
Game Theory Optimal Solution to 2 Player Betting Game
probability-theory
game-theory
dice
gambling
3 person bet based on the perceived likelihoods of an outcome
probability
gambling
Can you make money on coin tosses when the odds are against you?
probability-theory
expectation
martingales
gambling
Asymmetric ruin probability
probability
stochastic-processes
gambling
Game of draughts, expected value of first move advantage
probability
combinatorics
markov-chains
expected-value
gambling
Gambler's fallacy and the Law of large numbers
probability
law-of-large-numbers
gambling
Can anyone confirm expectations for the game of blackjack?
probability
probability-theory
gambling
What fraction of the fund should one bet?
probability
mathematical-modeling
operations-research
gambling
Kelly criterion with more than two outcomes
probability
gambling
Game of draughts, expected value of first move advantage, part 2
probability
combinatorics
markov-chains
expected-value
gambling
Why doesn't P(Calvin wins the match by winning 2 more games than his opponent) = $P(C|W_1)P(W_1)+P(C|L_1)P(L_1) = (p)(p) + (1-q)(q)$?
probability
gambling
When to stop rolling a die in a game where 6 loses everything
probability
dice
gambling
±1-random walk from 5 until 20 or broke [closed]
probability
random-walk
gambling
Would you ever stop rolling the die? [duplicate]
probability
discrete-mathematics
expectation
gambling
Should I put number combinations like 1111111 onto my lottery ticket?
probability
gambling
lotteries
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