Dipartimento di Metodi Quantitativi per le Scienze Economiche e Aziendali

Università degli Studi di Milano-Bicocca


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DIDATTICA

PUBBLICAZIONI

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CURRICULUM VITAE

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INTERESSI SCIENTIFICI

 

PUBBLICAZIONI

 

 

1)      A.K. Naimzada, M. Pireddu, “Adaptive decision dynamics: bifurcations, multistability and chaos”, (2014), Applied Mathematics and Computation, forthcoming.

2)      A.K. Naimzada, M. Pireddu, “Dynamics in a nonlinear Keynesian good market model”, (2014), Chaos, forthcoming.

3)      A.K. Naimzada, M. Pireddu, “Chaotic social interaction via endogenous reactivity”, (2014), Journal of Difference Equations and   Applications, forthcoming.

4)      G.I. Bischi, A. K. Naimzada, “A Kaleckian macromodel with memory”,  in A. Cristini, S. Fazzari, L. Greenberg and R. Leoni (editors.) "Cycles, Growth and the Great Recession", (2014),  Routledge, London, forthcoming.

5)      A.K. Naimzada, G. Ricchiuti, “Complexity with heterogeneous fundamentalists and a multiplicative price mechanism”, (2014), Economic Notes, forthcoming.

6)      A.K. Naimzada, P. Sacco, M. Sodini, ”Wealth-sensitive positional competition as a source of dynamic complexity in OLG models”, (2013), Nonlinear Analysis Series B: Real World Applications, 14(1), p.1-13.

7)      A.K. Naimzada, G. Ricchiuti, “Studying heterogeneity among fundamentalists in financial markets: a note” , (2012) , Applied Mathematics and Computation, 219(3), p. 792-799.

8)      A.K. Naimzada, F. Tramontana, “Dynamic properties of a Cournot-Bertrand duopoly game with differentiated products”, (2012), Economic Modelling, Volume 29(4), July 2012, p. 1436-1439.

9)      V. Di Giovinazzo, A. K. Naimzada, “…. Do as the Romans do. A model of conformity with endogenous formation of preferences”, (2012), The Journal of Socio-Economics, Volume 41(5), p. 654-658.

10)   A.K. Naimzada, F. Tramontana, “Endogenous reactivity in a dynamic model of consumer’ s choice” , (2012), Discrete Dynamics in Nature and Society, Volume 2012, Article ID 908451, 9 pages.

11)   A.K. Naimzada, G. Ricchiuti,“A note on biased fundamentalists ” , (2012), Chaos, Solitons and Fractals, Vol. 45(3), p. 224-8.

12)   A.K. Naimzada, G. Ricchiuti, “Monopoly with local knowledge of demand function”, (2011), Economic Modelling, Vol. 28(1-2), p. 299-307.

13)   A.K. Naimzada, M. Sodini, “Local and global indeterminacy in an overlapping generation model with consumption externalities” , (2010), Far East Journal of Applied Mathematics, Vol. 47(1), p. 65-83.

14)   A.K. Naimzada, M. Sodini, “Multiple attractors and non linear dynamics in an overlapping generations model with environment” , (2010), Discrete Dynamics in Nature and Society, Volume 2010, Article ID 503695.

15)   A.K. Naimzada,, F. Tramontana, “A dynamic model of a boundedly rational consumer with a simple least squared learning mechanism", (2010) Computational Economics, Vol. 36(1), p.47-56

16)   A. Antoci, A.K. Naimzada and M. Sodini, "Bifurcations and chaotic attractors in an overlapping generations model with negative environmental externalities”, in Chiarella G.I. Bischi and L. Gardini (Editors), Nonlinear Dynamics in Economics,Finance and Social Sciences, (2010), Springer, New York.

17)   G. Aletti, A.K. Naimzada and G. Naldi, “Mathematics and physics applications in sociodynamic simulations: the case of the  opinion formation and diffusion”,  in G. Naldi, L. Pareschi and G. Toscani (Editors), Mathematical Modeling of Collective Behavior in Socio-Economic and Life Sciences, (2010),  Birkhauser, Berlin.

18)   A.K. Naimzada, F. Tramontana, “Controlling chaos through local knowledge”, (2009), Chaos, Solitons and Fractals, Vol.42, p. 2439-49.

19)   A.K. Naimzada, G. Ricchiuti, “The Dynamic effect of increasing  heterogeneity in financial markets” , (2009), Chaos, Solitons and  Fractals, Vol. 41, p. 1764-72.

20)   A.K. Naimzada, F. Tramontana, “Global analysis and focal points in a model with boundedly rational consumers” , (2009), International Journal of Bifurcation & Chaos, Vol. 19, p. 2059-71.

21)   A.K. Naimzada, S. Stefani and A. Torriero (Editors), Networks, Topology and Dynamics, Theory and Applications to Economic and Social Systems, (2009), Springer, New York.

22)   A.K. Naimzada, F. Tramontana, “Interdependent preferences” in A.K. Naimzada, S. Stefani and A. Torriero (Editors), Networks, Topology and Dynamics, Theory and Applications to Economic and Social Systems, 2009, Springer, New York.

23)   A.K. Naimzada, G. Ricchiuti, “Complex dynamics in a monopoly with a rule of thumb”, (2008), Applied Mathematics and Computation, Vol. 203, p. 921-925.

24)   L. Gardini, I. Sushko and A.K. Naimzada, “Growing through chaotic intervals” , (2008), Journal of Economic Theory, Vol. 143, p. 541-557.

25)   A.K. Naimzada, G. Ricchiuti,“Heterogeneous fundamentalists and imitative processes”, (2008), Applied Mathematics and Computation, Vol. 199, p. 171-180.

26)   A.K. Naimzada, F. Tramontana, “Un modello dinamico del consumatore con razionalità limitata e analisi globale” , (2008), Economia Politica, Vol. 25, p. 59-94.

27)   E. Randon, L. Bruni and A.K. Naimzada,“Dynamics of relational goods”, (2008), International Review of Economics, Vol.55, 113-125.

28)   A.K. Naimzada, E. Randon, “ Technology sharing cartels and industrial structure under a rule of thumb”,  (2007), International Review of Economics, Vol.54, p. 295-317.

29)   G. I. Bischi, A. K. Naimzada and L. Sbragia, “ Oligopoly games with local monopolistic approximation ”, (2007), Journal of Economic Behaviour and  Organization, Vol. 62, p. 371-388.

30)   A.K. Naimzada, E. Randon, “ Dynamic learning curve with spillovers in a differentiated oligopoly: effects on industry structure “, ( 2007 ), Journal of Evolutionary Economics, Vol. 17 issue 1, p. 95-106.

31)   A.K. Naimzada, L. Sbragia, “ Oligopoly games with nonlinear demand and cost functions: two boundedly rational adjustment proccess “ ( 2006) , Chaos, Solitons and Fractals, Vol 29(3), p. 707-722.

32)   L. Bruni, A.K. Naimzada e E. Randon  “ Beni relazionali: un modello dinamico “, (2006), in P.L. Sacco e S. Zamagni  (a cura di ), Teoria Economica e Relazioni Interpersonali,  Il Mulino, Bologna.

33)   S. Bandini, S. Manzoni, A.K. Naimzada and G. Pavesi, “ A CA Approach to study complex dynamics in asset markets “, (2004), in P. M. A. Sloot, B. Chopard, A. G. Hoekstra (Editors), Cellular Automata, 2004, Springer, New York.

34)   A.K. Naimzada  Un modello di generazioni sovvrapposte con beni relazionali, (2002),  in P. L. Sacco, S. Zamagni (a cura di) Complessità Relazionale e Comportamento Economico, Verso un NuovoParadigma di Razionalità, II Mulino, Bologna.

35)   G. I. Bischi, M. Kopel and A.K. Naimzada, " On a rent-seeking game described by a non-invertible iterated map with denominator", (2001), Nonlinear Analysis, theory, methods & Applications, Vol. 47, p. 5309-5324.

36)   G. I. Bischi, A.K. Naimzada,  " Global analysis of a dynamic duopoly game with bounded  rationality", (2000), Advances in Dynamic Games and Applications, Vol. 5, p. 361- 385, Birkhauser, Berlin.

37)   G. I. Bischi, M. Gallegati and A.K. Naimzada, " Symmetry-breaking bifurcations and representative firm in dynamic duopoly games", (1999), Annals of Operations Research, 89, p. 253-272.

38)   G. I. Bischi, A.K. Naimzada, "Global analysis of a non-linear model with learning", (1997), Economic Notes,Vol. 26, 455-476