Publications
Articles, books, patents, proceedings, etc. by members of the Department.
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Flores Isabel; Franca Matteo, Phase plane analysis for radial solutions to supercritical quasilinear elliptic equations in a ball, «NONLINEAR ANALYSIS», 2015, 125, pp. 128 - 149 [Scientific article]
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Di Castro; Novaga M; Ruffini B; Valdinoci E, Nonlocal quantitative isoperimetric inequalities, «CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS», 2015, 54, pp. 2421 - 2464 [Scientific article] Open Access
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Goldman M; Novaga M; Ruffini B, Existence and stability for a non-local isoperimetric model of charged liquid drops, «ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS», 2015, 217, pp. 1 - 36 [Scientific article] Open Access
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Marini M; Ruffini B, On a class of weighted Gauss-type isoperimetric inequalities and applications to symmetrization, «RENDICONTI DEL SEMINARIO MATEMATICO DELL'UNIVERSITA' DI PADOVA», 2015, 133, pp. 197 - 214 [Scientific article]
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Novaga M; Ruffini B, Brunn-Minkowski inequality for the 1-Riesz capacity and level set convexity for the 1/2-Laplacian, «JOURNAL OF CONVEX ANALYSIS», 2015, 4, pp. 1125 - 1134 [Scientific article]
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Hubert P.; Marchese L.; Ulcigrai C., Lagrange Spectra in Teichmüller Dynamics via Renormalization, «GEOMETRIC AND FUNCTIONAL ANALYSIS», 2015, 25, pp. 180 - 255 [Scientific article]
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Biagioli R; Jouhet F; Nadeau P, Combinatorics of fully commutative involutions in classical Coxeter groups, «DISCRETE MATHEMATICS», 2015, 338, pp. 2242 - 2259 [Scientific article]
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Biagioli R; Frédéric Jouhet; Philippe Nadeau, Fully commutative elements in finite and affine Coxeter groups, «MONATSHEFTE FÜR MATHEMATIK», 2015, 178, pp. 1 - 37 [Scientific article]
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Lorig M.; Pagliarani S.; Pascucci A., Asymptotics for d-dimensional lévy-type processes, in: Springer Proceedings in Mathematics and Statistics, New York, Springer New York LLC, 2015, pp. 321 - 343 (SPRINGER PROCEEDINGS IN MATHEMATICS & STATISTICS) [Chapter or essay]
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Bandini, E., Existence and uniqueness for BSDEs driven by a general random measure, possibly non quasi-left-continuous, «ELECTRONIC COMMUNICATIONS IN PROBABILITY», 2015, 20, pp. 1 - 13 [Scientific article] Open Access
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Abatangelo N., Large s-harmonic functions and boundary blow-up solutions for the fractional Laplacian, «DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS», 2015, 35, pp. 5555 - 5607 [Scientific article]
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DE PALMA, GIACOMO; SERAFINI, ALESSIO; GIOVANNETTI, VITTORIO; Cramer, Marcus, Necessity of Eigenstate Thermalization, «PHYSICAL REVIEW LETTERS», 2015, 115, pp. 220401 - 220401 [Scientific article]
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DE PALMA, GIACOMO; MARI, ANDREA; Lloyd, S.; GIOVANNETTI, VITTORIO, Multimode quantum entropy power inequality, «PHYSICAL REVIEW A», 2015, 91, pp. 032320 - 032320 [Scientific article]
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DE PALMA, GIACOMO; MARI, ANDREA; GIOVANNETTI, VITTORIO; Holevo, Alexander S., Normal form decomposition for Gaussian-to-Gaussian superoperators, «JOURNAL OF MATHEMATICAL PHYSICS», 2015, 56, pp. 052202 - 052202 [Scientific article]
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DE PALMA, GIACOMO; Sormani, Mattia Carlo, Counterintuitive effect of gravity on the heat capacity of a solid sphere: Re-examination of a well-known problem, «AMERICAN JOURNAL OF PHYSICS», 2015, 83, pp. 723 - 729 [Scientific article]
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Bischi, Gian Italo; Cerboni Baiardi, Lorenzo, Fallacies of composition in nonlinear marketing models, «COMMUNICATIONS IN NONLINEAR SCIENCE & NUMERICAL SIMULATION», 2015, 20, pp. 209 - 228 [Scientific article]
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Bischi G. I.; Cerboni Baiardi L.; Radi D., On a discrete-time model with replicator dynamics in renewable resource exploitation, «JOURNAL OF DIFFERENCE EQUATIONS AND APPLICATIONS», 2015, 21, pp. 954 - 973 [Scientific article]
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Cerboni Baiardi L; LAMANTIA, FABIO GIOVANNI; Radi D., Evolutionary competition between boundedly rational behavioral rules in oligopoly games, «CHAOS, SOLITONS & FRACTALS», 2015, 79, pp. 204 - 225 [Scientific article]
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Bischi, Gian Italo; Cerboni Baiardi, Lorenzo, A dynamic marketing model with best reply and inertia, «CHAOS, SOLITONS AND FRACTALS», 2015, 79, pp. 145 - 156 [Scientific article]
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Gubbiotti, G.; NUCCI, Maria Clara, Quantization of quadratic Liénard-type equations by preserving Noether symmetries, «JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS», 2015, 422, pp. 1235 - 1246 [Scientific article]