Independent random utility representations

@article{Suck2002IndependentRU,
  title={Independent random utility representations},
  author={Reinhard Suck},
  journal={Mathematical Social Sciences},
  year={2002},
  volume={43},
  pages={371-389}
}
Abstract The question of the existence of independent random variables which represent a given set of binary choice data is investigated. It is related to the linear ordering polytope. The subset of it which is independently representable, denoted by I LO n , is characterized for three elements. For the general case, necessary conditions are given and their geometric meaning is discussed. A procedure, called mixture technique, is developed which allows one to construct a new point in I LO n and… CONTINUE READING
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SHOWING 1-10 OF 13 REFERENCES

On the paradox of three random variables

S. Trybula
  • Zastosowania Matematyki
  • 1961
VIEW 6 EXCERPTS
HIGHLY INFLUENTIAL

On the paradox of three random variables

S. Trybula
  • Zastosowania Matematyki
  • 1961
VIEW 6 EXCERPTS
HIGHLY INFLUENTIAL

The paradox of nontransitive dice

R. P. Savage
  • American Mathematical Monthly
  • 1994
VIEW 3 EXCERPTS
HIGHLY INFLUENTIAL

On the paradox of n random variables

S. Trybula
  • Zastosowania Matematyki
  • 1965
VIEW 1 EXCERPT
HIGHLY INFLUENTIAL

On the paradox of n random variables

S. Trybula
  • Zastosowania Matematyki
  • 1965
VIEW 1 EXCERPT
HIGHLY INFLUENTIAL