nopeNov 15, 2023
Development of a Dynamic Computational Model of Social Cognitive Theory
(2016) : Riley, William T. et al
DOI: https://doi.org/10.1007/s13142-015-0356-6
#metrics #health #dynamic_systems #control_systems #computation #cognitive #social #my_bibtex
Development of a dynamic computational model of social cognitive theory

Abstract. Social cognitive theory (SCT) is among the most influential theories of behavior change and has been used as the conceptual basis of health behavior i

OUP Academic
nopeAug 18, 2023
Artificial and Computational Intelligence in Games
(2015) : Lucas, Simon M. et al
DOI: https://doi.org/10.4230/DagRep.5.1.207
#game_design #dynamic_systems #serious_games #entertainment_modeling #MAS #game_theory #Player_satisfaction #my_bibtex
DROPS - Artificial and Computational Intelligence in Games: Integration (Dagstuhl Seminar 15051)

nopeOct 8, 2022
Logics for Modelling and Verifying Normative Multi-Agent Systems
(2016) : Knobbout, Max
isbn: 9789492332080
#ATL #MAS #compliance #design #dissertation #dynamic_systems #logic #norms #types #verification
#my_bibtex
nopeAug 16, 2022
An inter-enactive approach to agency: participatory sense-making, dynamics, and sociality
(2011) : Torrance, Steve and Froese, Tom
url: http://sacral.c.u-tokyo.ac.jp/pdf/froese_humana_2011.pdf
#action #agency #dynamic_systems #interaction #methods #p
#my_bibtex
nopeAug 7, 2022
A Unified Perspective of Evolutionary Game Dynamics Using Generalized Growth Transforms.
(2018) : Chatterjee, Oindrila and Chakrabartty, Shantanu
url: http://arxiv.org/abs/1811.02010
#baum_eagon #dynamic_systems #evolution #game_theory #growth_transf
#my_bibtex
A Unified Perspective of Evolutionary Game Dynamics Using Generalized Growth Transforms

In this paper, we show that different types of evolutionary game dynamics are, in principle, special cases of a dynamical system model based on our previously reported framework of generalized growth transforms. The framework shows that different dynamics arise as a result of minimizing a population energy such that the population as a whole evolves to reach the most stable state. By introducing a population dependent time-constant in the generalized growth transform model, the proposed framework can be used to explain a vast repertoire of evolutionary dynamics, including some novel forms of game dynamics with non-linear payoffs.

arXiv.org