Marco Veneroni
E-mail: marco.veneroni  at  unipv.it

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Publications

Preprints

  • S. Pelletier, O. Jabali, G. Laporte, M. Veneroni. Goods Distribution with Electric Vehicles: Battery Degradation and Behaviour Modeling. 2015. (Submitted)


Accepted/Published papers

  • A. Segatti, M. Snarski, M. Veneroni. Analysis of a variational model for nematic shells. 2014. Accepted for publication in Mathematical Models and Methods in Applied Sciences. ( Preprint )

  • G. Canevari, A. Segatti, M. Veneroni. Morse's index formula in VMO for compact manifolds with boundary. Journal of Functional Analysis, 269(10):3043-3082, 2015. (pdf)

  • B. Schweizer, M. Veneroni. Homogenization of plasticity equations with two-scale convergence methods. Applicable Analysis, 94(2):376-399, 2015. ( Preprint)

  • A. Segatti, M. Snarski, M. Veneroni. Equilibrium configurations of nematic liquid crystals on a torus. Physical Review E, 90(1):012501, 2014. link to arXiv.org

  • B. Schweizer, M. Veneroni. On non-periodic homogenization of time-dependent equations. Nonlinear Analysis Real World Applications, 15:381-391, 2014. (.pdf)

  • M. A. Peletier, M. Renger, M. Veneroni. Variational formulation of the Fokker-Planck equation with decay: a particle approach. Communications in Contemporary Mathematics, 15(5):1350017, 43 pp., 2013. link to arXiv.org

  • R. Choksi, M. Morandotti, M. Veneroni. Global minimizers for axisymmetric multiphase surfaces. ESAIM Control, Optimisation and Calculus of Variations, 19(4):1014-1029, 2013. (.pdf)

  • R. Choksi, M. Veneroni. Global minimizers for the doubly-constrained Helfrich energy: the axisymmetric case. Calculus of Variations and Partial Differential Equations, 14(3-4):337-366, 2013. (.pdf)

  • S. Arnrich, A. Mielke, M. A. Peletier, G. Savaré, M. Veneroni. Passage to the limit in a Wasserstein gradient flow: from diffusion to reaction. Calculus of Variations and Partial Differential Equations, 44(3):419-454, 2012. link to arXiv.org

  • M. A. Peletier, G. Savaré, M. Veneroni. Chemical reactions as Gamma-limit of diffusion. SIAM Review, 54(2):327-352, 2012. (.pdf)

  • M. A. Peletier, M. Veneroni. Stripe patterns and a projection-valued formulation of the Eikonal Equation. Phil. Trans. R. Soc. A. 370:1730-1739, 2012. (.pdf)

  • M. A. Peletier, M. Veneroni. Stripe patterns and the Eikonal Equation. Discrete Contin. Dyn. Syst. Ser. S, 5(1):183-189, 2012. link to arXiv.org

  • B. Schweizer, M. Veneroni. The needle problem approach to non-periodic homogenization. Netw. Heterog. Media. 6(4):755-781, 2011. (.pdf)

  • M. Veneroni. Stochastic homogenization of subdifferential inclusions via scale integration. Intl. J. of Struct. Changes in Solids, 3(1):83-98, 2011. (.pdf)

  • B. Schweizer, M. Veneroni. Periodic homogenization of the Prandtl-Reuss model with hardening. J. Multiscale Modeling, 2(1,2):69-106, 2010. (.pdf)

  • M. A. Peletier, M. Veneroni. Non-oriented solutions of the Eikonal equation. C. R. Math. Acad. Sci. Paris, 348(19-20):1099-1101, 2010. link to arXiv.org

  • M. A. Peletier, G. Savaré, M. Veneroni. From diffusion to reaction via Gamma-convergence. SIAM J. Math. Anal. 42(4):1805-1825, 2010.  (.pdf)

  • M. A. Peletier, M. Veneroni. Stripe patterns in a model for block-copolymers. Math. Models Methods Appl. Sci., 20(6):843-907, 2010. link to arXiv.org

  • M. Veneroni. Reaction-Diffusion systems for the macroscopic bidomain model of the cardiac electric field. Nonlinear Anal.: Real World Appl., 10(2):849-868, 2009. ( .pdf)

  • M. Veneroni. Reaction-Diffusion systems for the microscopic cellular model of the cardiac electric field. Math. Meth. Appl. Sci, 29(14):1631-1661, 2006. ( .pdf)


Reports

  • B. Schweizer, M. Veneroni. Homogenization of plasticity equations with hardening using Finite-Element approaches. 2013.   Oberwolfach report. (.pdf)

  • M. A. Peletier, M. Veneroni. Stripe patterns and the Eikonal Equation. 2009.   Oberwolfach report. (.pdf)

  • M. Veneroni. Modelli matematici per il campo elettrico cardiaco. La Matematica nella Società e nella Cultura: rivista dell'Unione Matematica Italiana, 1(2):367-370, 2008. (.pdf)

  • J.B. van den Berg, N. van den Berg, B. van den Bergen, A. Boer, F. van de Bult, S. Dahmen, K. Frederix, Y. van Gennip, J. Hulshof, H. Meijer, P.H.M.W. in't Panhuis, C. Stolk, R. Swierstra, M. Veneroni, E. Vondenhoff.
    Understanding the electromagnetic field in an MRI scanner.
    In R.H. Bisseling, K. Dajani, T.J. Dijkema, J. van de Leur, P.A. Zegeling (Eds.), Proceedings 58th European Study Group Mathematics with Industry (ESGI58/SWI2007, Utrecht, The Netherlands, January 29-February 2, 2007). (pp. 69-90). ( .pdf)


Ph.D. thesis

  • M. Veneroni. Mathematical models for the cardiac electric field. 2007. Ph.D. thesis, Università degli Studi di Pavia. (.pdf)