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  • 1. Pubblications (100%)

    4-mar-2014 15.01.27

    Pubblications Non-local mechanics, Nanomechanics, Biomechanics, Fractional Calculus, Viscoelasticity, Fractals, Nonlinear dynamics, Stochastic Mechanics 1. Di Paola M., Zingales M., 2000, “Digital Simulation of Earthquake Ground Motion” Earthquake Engineering and Structural Dynamics, 29, 1011-1027. 2. Zingales M., Elishakoff I., 2000, “Localization of the Bending Response in Presence of Axial ... of the Physically-Based Approach to 3D non-Local Mechanics”, Materials Science Forum, Vol. 638- 642, 2549-2554. 21

  • 2. Di Paola curriculum (45%)

    14-nov-2018 12.27.57

    (Fractional Calculus in the study of non-local mechanics), University of Tourin (Italy), 2007 ... -Local Continua by Fractional Calculus, University of Trento 03/13/2008. -  Non-local Mechanics via ... , University of Perugia, 2009 -  Physicall-based approach to non-local mechanics, University of Perugia ... , 2010 -  The fractal approach to non-local mechanics, Università politecnica delle Marche, 2010 ... -  The fractal approach to non-local mechanics, University of Bologna, 2010     Editorial Activity

  • 3. modelloA_2015JW9NJT (3) (38%)

    12-gen-2017 12.30.05

  • 4. new-page (31%)

    3-mar-2014 13.55.54

    Pubblications Non-local mechanics, Nanomechanics, Biomechanics, Fractional Calculus, Viscoelasticity, Fractals, Nonlinear dynamics, Stochastic Mechanics 1. Di Paola M., Zingales M., 2000, “Digital Simulation of Earthquake Ground Motion” Earthquake Engineering and Structural Dynamics, 29, 1011-1027. 2. Zingales M., Elishakoff I., 2000, “Localization of the Bending Response in Presence of Axial ... of the Physically-Based Approach to 3D non-Local Mechanics”, Materials Science Forum, Vol. 638- 642, 2549-2554. 21