117,784 research outputs found

    On the qualitative analysis of the solutions of a mathematical model of social dynamics

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    This work deals with a family of dynamical systems which were introduced in [M.L. Bertotti, M. Delitala, From discrete kinetic and stochastic game theory to modelling complex systems in applied sciences, Math. Models Methods Appl. Sci. 7 (2004) 1061–1084], modelling the evolution of a population of interacting individuals, distinguished by their social state. The existence of certain uniform distribution equilibria is proved and the asymptotic trend is investigate

    Foreland of the Romanian Carpathians : Controls on late orogenic sedimentary basin evolution and Paratethys paleogeography

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    Cloetingh, S.A.P.L. [Promotor]Matenco, L. [Copromotor]Bertotti, G. [Copromotor

    Architecture, 3D geometry and tectonic evolution of the Carpathians foreland basin

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    Cloetingh, S.A.P.L. [Promotor]Dinu, C. [Promotor]Bertotti, G. [Copromotor]Matenco, L. [Copromotor

    Le terme dei Romani

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    dessinées par André Palladio; et publiées de nouveau avec quelques observations par Octave Bertotti Scamozzi d'après l'exemplaire du Lord Comte de Burlingthon imprimé à Londres en 1732 = Le terme dei Romani / disegnate da Andrea Palladio e ripubblicate con la giunta di alcune osservazioni da Ottavio Bertotti Scamozzi ; giusta l'esemplare del lord Co. di Burlingthon impresso in Londra l'anno 1732Franz. Text mit nachgebundenem ital. Paralleltext mit je einem Titelblatt; Impressum des ital. Titelblatt: In Vicenza : per Francesco Modena, 1785Exlibrisstempel: "L. Merian Baumeister Basel" 001465969_0001 Exemplar der ETH-BIBExlibrisstempel: "ETH Abt. I Bibliothek" 003816559_0002 Exemplar der ETH-BI

    Connecting Orbits for Some Classes of Almost Periodic Lagrangian Systems

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    The existence is proved, by means of variational arguments, of infinitely many heteroclinic solutions connecting possibly degenerate equilibria for a class of almost periodic Lagrangian system. An analogous multiplicity result is then established for homoclinic solutions of systems with an almost periodic singular potential.ou
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