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Neutron fluctuations and stochastic processes

Publié le 29 novembre 2018
  • A. Zoia, E. Dumonteil, Neutron clustering : spatial fluctuations in multiplying systems close to the critical point, M&C2017 conference, Jeju, Korea, 16-20/4/2017.
  • B. Gwinner, J.-M. Borgard, E. Dumonteil, A. Zoia, A stereological approach for measuring the groove angles of intergranular corrosion, Corrosion Science 115, 1-7 (2017).
  • B. Houchmandzadeh, E. Dumonteil, A. Mazzolo, A. Zoia, Neutron fluctuations: the importance of being delayed, Phys. Rev. E 92, 052114 (2015).
  • C. de Mulatier, E. Dumonteil, A. Rosso, A. Zoia, The critical catastrophe revisited, J. Stat. Mech. P08021 (2015).
  • A. Zoia, E. Dumonteil, A. Mazzolo, C. de Mulatier, A. Rosso, Clustering of branching Brownian motions in confined geometries, Phys. Rev. E 90, 042118 (2014).
  • C. de Mulatier, A. Mazzolo, A. Zoia, Universal properties of branching random walks in confined geometries, EPL 107, 30001 (2014).
  • A. Mazzolo, C. de Mulatier, A. Zoia, Cauchy's formulas for random walks in bounded domains, J. Math. Phys. 55, 083308 (2014).
  • E. Dumonteil, S. Majumdar, A. Rosso, A. Zoia, Spatial extent of the outbreak in animal epidemics, Proceedings of the National Academy of Sciences 110 (11), 4239-4244 (2013).
  • A. Zoia, E. Dumonteil, A. Mazzolo, Properties of branching exponential flights in bounded domains, EuroPhys. Lett. 100, 40002 (2012).
  • A. Zoia, E. Dumonteil, A. Mazzolo S. Mohamed, Branching exponential flights: travelled lengths and collision statistics, J. Phys. A: Math. Theor. 45, 425002 (2012).
  • A. Zoia, E. Dumonteil, A. Mazzolo, Discrete Feynman-Kac formulas for branching random walks, EuroPhys. Lett. 98, 40012 (2012).
  • A. Zoia, E. Dumonteil, A. Mazzolo, Counting statistics, a Feynman-Kac perspective, Phys. Rev. E 85, 011132 (2012).
  • A. Zoia, E. Dumonteil, A. Mazzolo, Collision statistics for random flights with anisotropic scattering and absorption, Phys. Rev. E 84, 061130 (2011).
  • A. Zoia, E. Dumonteil, A. Mazzolo, Residence time and collision statistics for exponential flights: the rod problem revisited, Phys. Rev. E 84, 021139 (2011).
  • A. Zoia, E. Dumonteil, A. Mazzolo, Collision number statistics for transport processes, Phys. Rev. Lett. 106, 220602 (2011).
  • A. Zoia, E. Dumonteil, A. Mazzolo, Collision densities and mean residence times for d-dimensional exponential flights, Phys. Rev. E 83, 041137 (2011).