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The Journal of Mathematical Sociology Volume 7, 1980 - Issue 1
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Original Articles

Stochastic evolution of competing social groups

Karmeshu Department of Physics, University of Waterloo, Waterloo, Ontario, Canada, N2L 3G1
&
R. K. Pathria Department of Physics, University of Waterloo, Waterloo, Ontario, Canada, N2L 3G1
Pages 47-58 | Published online: 26 Aug 2010

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Read on this site (8)

ManjushaS. Kulkarni & Arvind Kumar. (1991) A model for diffusion of mulucomponent information. The Journal of Mathematical Sociology 16:2, pages 165-192.
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YASUHIRO TAKEUCHI & KARMESHU. (1989) Dynamic model of three competing social groups. International Journal of Systems Science 20:11, pages 2125-2137.
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D. J. Bartholomew. (1985) Interactive, threshold and non‐linear models for social systems. The Journal of Mathematical Sociology 11:1, pages 43-45.
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Jean‐François Ingenbleek & Claude Lefevre. (1985) A discrete time model of interactive diffusion. The Journal of Mathematical Sociology 11:1, pages 25-42.
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DavidP. Fan. (1985) Ideodynamics: The kinetics of the evolution of ideas. The Journal of Mathematical Sociology 11:1, pages 1-23.
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C. L. Sharma, R. K. Pathria & Karmeshu. (1983) Diffusion of information in a social group. The Journal of Mathematical Sociology 9:3, pages 211-226.
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Beth Allen. (1982) A stochastic interactive model for the diffusion of information. The Journal of Mathematical Sociology 8:2, pages 265-281.
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Karmeshu & R. K. Pathria. (1980) Stochastic evolution of a nonlinear model of diffusion of information* . The Journal of Mathematical Sociology 7:1, pages 59-71.
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Articles from other publishers (8)

Thomas I. Stiadle, Alvin Bayliss & Vladimir A. Volpert. (2023) Cyclic Ecological Systems with an Exceptional Species. Applied Mathematics and Computation 443, pages 127739.
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Chaitanya Kaligotla, Enver Yucesan & Stephen E. Chick. (2016) The impact of broadcasting on the spread of opinions in social media conversations. The impact of broadcasting on the spread of opinions in social media conversations.
Chaitanya Kaligotla, Enver Yucesan & Stephen E. Chick. (2015) An agent based model of spread of competing rumors through online interactions on social media. An agent based model of spread of competing rumors through online interactions on social media.
R.E. Dickinson & C.E.M. Pearce. (2003) Rumours, epidemics, and processes of mass action: synthesis and analysis. Mathematical and Computer Modelling 38:11-13, pages 1157-1167.
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Nigel R. Franks, Stephen C. Pratt, Eamonn B. Mallon, Nicholas F. Britton & David J. T. Sumpter. (2002) Information flow, opinion polling and collective intelligence in house–hunting social insects. Philosophical Transactions of the Royal Society of London. Series B: Biological Sciences 357:1427, pages 1567-1583.
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N. F. Britton, N. R. Franks, S. C. Pratt & T. D. Seeley. (2002) Deciding on a new home: how do honeybees agree?. Proceedings of the Royal Society of London. Series B: Biological Sciences 269:1498, pages 1383-1388.
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D. J. Bartholomew. (2008) Recent developments in nonlinear stochastic modelling of social processes. Canadian Journal of Statistics 12:1, pages 39-52.
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Karmeshu. (1982) Time lag in a diffusion model of information. Mathematical Modelling 3:2, pages 137-141.
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