Franco Obersnel - Concepedia

Author

Franco Obersnel

University of Trieste ORCID

Also Known As

F. OBERSNEL, FRANCO OBERSNEL, Franco Obersnel, Obersnel, Franco

Publications

763

Citations

H-Index

Concepts

All Affiliations

University of Trieste Laboratoire de Mathématiques Blaise Pascal

About

Franco Obersnel is an author at University of Trieste specializing in functional analysis, engineering, and multiscale modeling.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	3	3	41
2	Mechanics	2	2	23
3	Natural Sciences	1	1	13
4	Mechanical Engineering	1	1	10
5	Physics	1	1	12

Franco Obersnel

Publications

675

Citations

H-Index

Page 1

	Year	Citations
Classical and non-classical solutions of a prescribed curvature equation Denis Bonheure, Patrick Habets, Franco Obersnel, Journal of Differential Equations Monge-ampere EquationPrescribed Curvature EquationGeometric Partial Differential EquationRicci Flow	2007	107
Positive solutions of the Dirichlet problem for the prescribed mean curvature equation Franco Obersnel, Pierpaolo Omari Journal of Differential Equations Monge-ampere EquationDirichlet FormElliptic EquationGeometric Partial Differential EquationPositive Solutions	2010	84
Positive solutions of the Dirichlet problem for the prescribed mean curvature equation in Minkowski space Chiara Corsato, Franco Obersnel, Pierpaolo Omari, Journal of Mathematical Analysis and Applications Dirichlet FormElliptic EquationGeometric Partial Differential EquationPositive SolutionsMinkowski Space	2013	83
Positive Solutions of the Dirichlet Problem for the One-dimensional Minkowski-Curvature Equation Isabel Coelho, Chiara Corsato, Franco Obersnel, Advanced Nonlinear Studies Monge-ampere EquationDirichlet FormElliptic EquationGeometric Partial Differential EquationPositive Solutions	2012	82
Classical and non-Classical Positive Solutions of a Prescribed Curvature Equation with Singularities Denis Bonheure, Patrick Habets, Franco Obersnel, OpenstarTs (Univeristy of Trieste https://www.units.it/)	2007	41
Classical and Non-Classical Sign-Changing Solutions of a One-Dimensional Autonomous Prescribed Curvature Equation Franco Obersnel Advanced Nonlinear Studies Monge-ampere EquationElliptic EquationGeometric Partial Differential EquationValue ZeroCurvature Problem	2007	40
Existence and multiplicity results for the prescribed mean curvature equation via lower and upper solutions Franco Obersnel, Pierpaolo Omari Differential and Integral Equations Monge-ampere EquationElliptic EquationUpper SolutionsGeometric Partial Differential EquationVariational Analysis	2009	34
Positive solutions of elliptic problems with locally oscillating nonlinearities Franco Obersnel, Pierpaolo Omari Journal of Mathematical Analysis and Applications Nonlinear Functional AnalysisElliptic EquationPositive SolutionsElliptic Function	2005	29
Existence, regularity and stability properties of periodic solutions of a capillarity equation in the presence of lower and upper solutions Franco Obersnel, Pierpaolo Omari, Sabrina Rivetti Nonlinear Analysis Real World Applications Periodic SolutionsElliptic EquationUpper SolutionsCapillarity EquationOscillation Theory	2012	28
MULTIPLE BOUNDED VARIATION SOLUTIONS OF A PERIODICALLY PERTURBED SINE-CURVATURE EQUATION Franco Obersnel, Pierpaolo Omari Communications in Contemporary Mathematics Elliptic EquationInteger MultipleRiemann-hilbert ProblemOscillation TheoryGeometric Singular Perturbation Theory	2011	19

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