M.‐O. Hongler - Concepedia

Author

M.‐O. Hongler

École Polytechnique Fédérale de Lausanne

Also Known As

Hongler, M. -O., Hongler, M. O., Hongler, M.-O., Hongler, Max-Olivier, M. -O. Hongler, M. -o. Hongler, M. Hongler, M. O. Hongler, M.-O Hongler, M.-O. HONGLER

Publications

581

Citations

H-Index

Concepts

All Affiliations

École Polytechnique Fédérale de Lausanne Bielefeld University University of Geneva The University of Texas at Austin

About

M.‐O. Hongler is an author at École Polytechnique Fédérale de Lausanne specializing in engineering, physics, and probability theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	9	9	125
2	Business	3	3	52
3	Medicine	1	1	10
4	Natural Sciences	1	1	42
5	Applied Physics	1	1	19

M.‐O. Hongler

Publications

478

Citations

H-Index

Page 1

	Year	Citations
The resonant retina: Exploiting vibration noise to optimally detect edges in an image M.‐O. Hongler, Y.L. de Meneses, Antoine Beyeler, IEEE Transactions on Pattern Analysis and Machine Intelligence	2003	87
Modeling human activity in the spirit of Barabasi’s queueing systems Ph. Blanchard, M.‐O. Hongler Physical Review E	2007	45
Exact solution for the diffusion in bistable potentials M.‐O. Hongler, Wei‐Mou Zheng Journal of Statistical Physics PhysicsPotential TheoryNatural SciencesDiffusion ProcessAnomalous Diffusion	1982	42
Hard mode stationary states generated by fluctuations M.‐O. Hongler, Dietrich Ryter The European Physical Journal B Quantum ChaosPhysics	1978	33
Quantum Random Walks and Piecewise Deterministic Evolutions Ph. Blanchard, M.‐O. Hongler Physical Review Letters	2004	27
Exact solutions of a class of non-linear Fokker-Planck equations M.‐O. Hongler Physics Letters A Nonlinear Hyperbolic ProblemNonlinear EquationExact SolutionsIntegrable System	1979	23
Connection between an Exactly Solvable Stochastic Optimal Control Problem and a Nonlinear Reaction-Diffusion Equation Roger Filliger, M.‐O. Hongler, Ludwig Streit Journal of Optimization Theory and Applications Mathematical ProgrammingNonlinear Reaction-diffusion EquationStochastic SystemStochastic ControlStochastic Differential Equation	2007	19
Exact results for the diffusion in a class of asymmetric bistable potentials M.‐O. Hongler, Wei‐Mou Zheng Journal of Mathematical Physics Asymmetric Bistable PotentialsPhysicsPotential TheoryFokker–planck EquationsApplied Physics	1983	19
Continuous-time restless bandit and dynamic scheduling for make-to-stock production F. Dusonchet, M.‐O. Hongler IEEE Transactions on Robotics and Automation Mathematical ProgrammingEngineeringGame TheoryMarket DesignOperations Research	2003	19
The Right Time to Sell a Stock Whose Price Is Driven by Markovian Noise Robert C. Dalang, M.‐O. Hongler	2014	19

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