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  1.  29
    Noncomputability, unpredictability, undecidability, and unsolvability in economic and finance theories.Ying-Fang Kao, V. Ragupathy, K. Vela Velupillai & Stefano Zambelli - 2013 - Complexity 18 (1):51-55.
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  2.  6
    12 Computing in economics.K. Vela Velupillai & Stefano Zambelli - 2011 - In J. B. Davis & D. W. Hands (eds.), Elgar Companion to Recent Economic Methodology. Edward Elgar Publishers. pp. 259.
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  3.  27
    Simulation, computation and dynamics in economics.K. Vela Velupillai & Stefano Zambelli - 2015 - Journal of Economic Methodology 22 (1):1-27.
    Computation and Simulation have always played a role in economics – whether it be pure economic theory or any variant of applied, especially policy-oriented, macro- and microeconomics or what has increasingly come to be called empirical or experimental economics. Computations and simulations are also intrinsically dynamic. This triptych – computation, simulation and dynamic – is given natural foundations, mainly as a result of developments in the mathematics underpinnings in the potentials of computing, using digital technology. A running theme in this (...)
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    Computable, Constructive and Behavioural Economic Dynamics: Essays in Honour of Kumaraswamy (Vela) Velupillai.Stefano Zambelli (ed.) - 2010 - Routledge.
    The book contains thirty original articles dealing with important aspects of theoretical as well as applied economic theory. While the principal focus is on: the computational and algorithmic nature of economic dynamics; individual as well as collective decision process and rational behavior, some contributions emphasize also the importance of classical recursion theory and constructive mathematics for dynamical systems, business cycles theories, growth theories, and others are in the area of history of thought, methodology and behavioural economics. The contributors range from (...)
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  5.  7
    Chemical kinetics and diffusion approach: the history of the Klein–Kramers equation.Stefano Zambelli - 2010 - Archive for History of Exact Sciences 64 (4):395-428.
    In this essay, the first statistical and stochastic treatments of chemical dynamics are analyzed and discussed, in particular the diffusive description of chemical reactions. The first part of the paper introduces the historical and methodological basis of the theories about stochastic processes and diffusion as well as their lesser-known applications in chemical kinetics, which were advanced by Jens Anton Christiansen (1888–1969). In the second, part we will focus our attention on the early works of Oskar Benjamin Klein (1894–1977) and Hendrik (...)
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