The Journal of Mathematical Sociology, Volume 6, Issue 2 (1979)

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The Journal of Mathematical Sociology, Volume 6, Issue 2 (1979)

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Miscellany

Foreword
Page: 1
Published online: 26 Aug 2010
CitationforForeword | PDF (60.4 KB)
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Original Articles

Article
A statistical model of the duration of mental hospitalization: The mixed exponential distribution
Michael Von Korff
Pages: 169-175
Published online: 26 Aug 2010
AbstractforA statistical model of the duration of mental hospitalization: The mixed exponential distribution | References | PDF (333.7 KB)
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Article
A Bayesian approach to a sequential three‐decision problem: Voting and the uses of information in electoral choice
Lynda Watts Powell
Pages: 177-198
Published online: 26 Aug 2010
AbstractforA Bayesian approach to a sequential three‐decision problem: Voting and the uses of information in electoral choice | References | PDF (1.3 MB)
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Article
Matrix measures for transitivity and balance
Frank Harary & Helene J. Kommel
Pages: 199-210
Published online: 26 Aug 2010
AbstractforMatrix measures for transitivity and balance | References | PDF (581.6 KB)
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Article
Relational equilibrium in a social topology
Ronald S. Burt
Pages: 211-252
Published online: 26 Aug 2010
AbstractforRelational equilibrium in a social topology | References | PDF (2.5 MB)
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Article
Eigenvalue immobility measures for Markov chains
Paul M. Sommers & John Conlisk
Pages: 253-276
Published online: 26 Aug 2010
AbstractforEigenvalue immobility measures for Markov chains | References | PDF (1.4 MB)
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Article
A dynamic stochastic version of the pitcher‐hamblin‐miller model of “collective violence"
Andreas Diekmann
Pages: 277-282
Published online: 26 Aug 2010
AbstractforA dynamic stochastic version of the pitcher‐hamblin‐miller model of “collective violence" | References | PDF (352 KB)
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Article
An alternate approach to analyzing convergence by Leslie matrices
James B. Pick & John C. Holladay
Pages: 283-324
Published online: 26 Aug 2010
AbstractforAn alternate approach to analyzing convergence by Leslie matrices | References | PDF (1.9 MB)
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