Add to ORKGBlavatskyy (2006) formulated a game of chance based on the harmonic series which, he suggests, leads to a St Petersburg type of paradox. In view of the importance of the St Petersburg game to decision theory, any game which leads to a St Petersburg type paradox is of interest. Blavatskyy’s game is re-examined in this article to conclude that it does not lead to a St Petersburg type paradox
Abstract: The Petersburg paradox has led to much thought for three centuries. This paper describes t...
In their paper, “Vexing Expectations,” Nover and Hájek (2004) present an allegedly paradoxical betti...
We introduce a St. Petersburg-like game, which we call the 'Pasadena game', in which we toss a coin ...
Blavatskyy (2006) formulated a game of chance based on the harmonic series which, he suggests, leads...
Nover and Hájek (2004) suggested a variant of the St Petersburg game which they dubbed the Pasadena ...
Informal evidence suggests that individuals are willing to pay only a finite and, typically, very lo...
According to the harmonic sequence paradox (Blavatskyy 2006), an expected utility decision maker's w...
Nicolas Bernoulli suggested the St Petersburg game, nearly 300 years ago, which is widely believed t...
The St. Petersburg paradox refers to a gamble of infinite expected value, where people are likely to...
It has been accepted for over 270 years that the expected monetary value (EMV)of the St Petersburg g...
We introduce a St. Petersburg-like game, which we call the ‘Pasadena game’, in which we toss a coin ...
The St. Petersburg Paradox was first presented by Nicholas Bernoulli in 1713. It is related to a gam...
Expected value theory has been known for centuries to be subject to critique by St. Petersburg parad...
Expected value theory has been known for centuries to be subject to critique by St. Petersburg parad...
The St. Petersburg game is a probabilistic thought experiment. It describes a game which seems to ha...
Abstract: The Petersburg paradox has led to much thought for three centuries. This paper describes t...
In their paper, “Vexing Expectations,” Nover and Hájek (2004) present an allegedly paradoxical betti...
We introduce a St. Petersburg-like game, which we call the 'Pasadena game', in which we toss a coin ...
Blavatskyy (2006) formulated a game of chance based on the harmonic series which, he suggests, leads...
Nover and Hájek (2004) suggested a variant of the St Petersburg game which they dubbed the Pasadena ...
Informal evidence suggests that individuals are willing to pay only a finite and, typically, very lo...
According to the harmonic sequence paradox (Blavatskyy 2006), an expected utility decision maker's w...
Nicolas Bernoulli suggested the St Petersburg game, nearly 300 years ago, which is widely believed t...
The St. Petersburg paradox refers to a gamble of infinite expected value, where people are likely to...
It has been accepted for over 270 years that the expected monetary value (EMV)of the St Petersburg g...
We introduce a St. Petersburg-like game, which we call the ‘Pasadena game’, in which we toss a coin ...
The St. Petersburg Paradox was first presented by Nicholas Bernoulli in 1713. It is related to a gam...
Expected value theory has been known for centuries to be subject to critique by St. Petersburg parad...
Expected value theory has been known for centuries to be subject to critique by St. Petersburg parad...
The St. Petersburg game is a probabilistic thought experiment. It describes a game which seems to ha...
Abstract: The Petersburg paradox has led to much thought for three centuries. This paper describes t...
In their paper, “Vexing Expectations,” Nover and Hájek (2004) present an allegedly paradoxical betti...
We introduce a St. Petersburg-like game, which we call the 'Pasadena game', in which we toss a coin ...