Abstract
This paper describes a computational model of time allocation in a social network. It particularly focuses on the impact of inequalities or so called stratification process on the efficiency of resources allocation. The presented model is a multi-agent system with implemented network evolution mechanism. The stratification is modeled by the order in which the agents’ actions are executed. The model was tested against as well different initial network parameters as a selection of time allocation heuristics. Efficiency of the system is measured using best applicable measures, e.g. agents schedule usage. By comparing the efficiency of the stratified system against baseline egalitarian system in our simulations we look for the answer whether social stratification brings benefits only for those who are on the top of the pyramid but decreases summarized performance of a society (in comparison to non-stratified systems).
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References
Atkinson, A.: Public Economics in Action. Oxford University Press, Oxford (1997)
Barker, C.: Cultural Studies: Theory and Practice, p. 436. Sage, London (ISBN 0-7619-4156-8)
Dunbar, R.I.M.: Determinants of group size in primates: a general model. In: Proceedings of the British Academy, vol. 88, Oxford University Press (1996)
Dunbar, R.I.M.: The social brain hypothesis. Brain 9, 10 (1998)
Fischer, I., Sullivan, O.: Evolutionary modeling of time-use vectors. J. of Economic Behavior & Organization 62(1), 120–143 (2007)
Grusky, D.B.: The Contours of Social Stratification. Social Stratification in Sociological Perspective (1994)
Hays, R.B.: The day-to-day functioning of close versus casual friendships. J. of Social and Personal Relationships 6(1), 21–37 (1989)
Leydesdorff, L.: The evolution of communication systems, arXiv:1003.2886 (2010)
Nielek, R., Wawer, A., Kotowski, R.: Two Antigenically Indis-tinguishable Viruses in a Population. In: Proceedings of the World Congress on Engineering, vol. 3 (2008)
Pickett, K., Wilkinson, R.: The Spirit Level: Why more equal societies almost always do better. Allen Lane, London (2009)
Ritzi-Messner, N., Veldhoen, C., Fassnacht, L.: The distribution of power within the community: Classes, Stände, Parties. J. of Classical Sociology 10(2), 137–152
Roberts, S.G., Dunbar, R.I.: The costs of family and friends: An 18-month longitudinal study of relationship maintenance and decay. Evolution and Human Behavior 32(3), 186–197 (2011)
Rowlingson, K.: Does income inequality cause health and social problems? (2011)
Saunders, P.: Beware False Prophets: Equality, the Good Society and The Spirit Level. Policy Exchange, London (2010)
Saunders, P.: Social Class and Stratification, Routledge (1990) ISBN 9780415041256
Snowdon, C.: The Spirit Level Delusion: Fact-checking the Left’s New Theory of Everything. Little Dice (2010)
Sutcliffe, A., Wang, D.: Computational modelling of trust and social relationships. J. of Artificial Societies and Social Simulation 15(1), 3 (2012)
Wawer, A., Nielek, R., Kotowski, R.: Patterns in Time: Modelling Schedules in Social Networks. In: International Workshop on SOCINFO 2009. IEEE (2009)
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Kakol, M., Nielek, R., Wierzbicki, A. (2014). Modeling Impact of Social Stratification on the Basis of Time Allocation Heuristics in Society. In: Kennedy, W.G., Agarwal, N., Yang, S.J. (eds) Social Computing, Behavioral-Cultural Modeling and Prediction. SBP 2014. Lecture Notes in Computer Science, vol 8393. Springer, Cham. https://doi.org/10.1007/978-3-319-05579-4_35
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DOI: https://doi.org/10.1007/978-3-319-05579-4_35
Publisher Name: Springer, Cham
Print ISBN: 978-3-319-05578-7
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