دینامیک جمعی و توازن رای

•   آرشیو : نسخه تابستان 1399
•   نوع مقاله : پژوهشی
•   کد پذیرش : 1370
•   موضوع : سایر شاخه های علوم رایانه
• نویسنده/گان : امیراحمد نیری
•   کلید واژه : انتخاب اجتماعی، پارادوکس Condorcet، اتوماتای سلولی، بسط فوریه، توابع بولین.
•   مراجع :
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  [2] Foote, R. (2007) “Mathematics and Complex Systems.” Science. Vol. 318, No. 5849, PP. 410-412.
  [3] Thurner, S., Klimek, P., Hanel, R. (2018) “Introduction to the Theory of Complex Systems.” Oxford University Press.
  [4] Wolfram, S. (2002). “A New Kind of Science.” Wolframe Media.
  [5] Gallavotti, G., Reiter, W.L., Yngvason, J. (2007). “Boltzmann’s Legacy.” European Mathematical Society.
  [6] Tao, T. (2008). “Structure and Randomness.” American Mathematical Society.
  [7] Copeland, B. J., Posy, C. J., Shagrir, O. (2013). “Computability: Turing, Godel, Church and Beyond.” MIT Press.
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  [10] Birrell, E., Pass, R. (2011). “Approximately Strategy-Proof Voting.” Proceeding of the 22nd International Joint Conference on Artificial Intelligence. July. Barcelona. Spain.
  [11] Arora, S., Barak, B. (2009). “Computational Complexity: A Modern Approach.” Cambridge University Press.
  [12] Stays, j. (2012). “Boolean Function Complexity: Advances and Frontiers.” Springer.
  [13] Capcarrere, M. (2002). “Cellular Automata and Other Cellular Systems: Design & Evolution.” Phd Thesis. ETH.
  [14] Boccara, N. (2010). “Modeling Complex Systems.” 2nd Edition. Springer.
  [15] Land, M. et al, (1995). “No Perfect Two-State Cellular Automata for Density Classification Task Exists” Physical Review Letters. Vol. 74, PP. 5148-5150.
  [16] Mohri, M., Rostamizadeh, A., Talwalkar, A. (2018). “Foundations of Machine Learning.” Second edition. MIT Press.
•  صفحات : 67-73
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