R. Dante DeBlassie - Concepedia

Author

R. Dante DeBlassie

Texas A&M University

Also Known As

DeBlassie, R. D., R. DANTE Deblassie, R. Dante DeBlassie, R. Dante Deblassie, R.D. Deblassie, Richard Dante Deblassie

Publications

339

Citations

H-Index

Concepts

All Affiliations

Texas A&M University Mitchell Institute

About

R. Dante DeBlassie is an author at Texas A&M University specializing in engineering, probability theory, and brownian motion.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	7	7	206
2	Probability Theory	7	7	209
3	Physics	2	2	77
4	Natural Sciences	1	1	60
5	Stochastic Analysis	1	1	13

R. Dante DeBlassie

Publications

297

Citations

H-Index

Page 1

	Year	Citations
Exit times from cones in ℝ n of Brownian motion R. Dante DeBlassie Probability Theory and Related Fields EngineeringStochastic ProcessesStochastic CalculusProbability TheoryBrownian Motion	1987	65
Iterated Brownian motion in an open set R. Dante DeBlassie The Annals of Applied Probability EngineeringPhysicsIterated Brownian MotionNatural SciencesBrownian Motion Serves	2004	60
The First Exit Time of Planar Brownian Motion from The Interior Of a Parabola Rodrigo Bañuelos, R. Dante DeBlassie, Robert G. Smits The Annals of Probability Planar Brownian MotionBrownian MotionFirst Exit Time	2001	42
Higher order PDEs and symmetric stable processes R. Dante DeBlassie Probability Theory and Related Fields Higher Order PdesStochastic Differential EquationStochastic Dynamical System	2004	32
The First Exit Time of a Two-Dimensional Symmetric Stable Process from a Wedge R. Dante DeBlassie The Annals of Probability \Alpha \InEngineeringStabilityIntegrable ProbabilityProbability Theory	1990	29
Stopping Times of Bessel Processes R. Dante DeBlassie The Annals of Probability X \Geq 0Bessel ProcessesPhysicsStochastic Dynamical SystemProbability Theory	1987	17
The lifetime of conditioned Brownian motion in certain Lipschitz domains R. Dante DeBlassie Probability Theory and Related Fields Conditioned Brownian MotionEngineeringStochastic ProcessesStochastic Dynamical SystemLevy Process	1987	14
$\alpha $-continuity properties of the symmetric $\alpha $-stable process R. Dante DeBlassie, Pedro J. Méndez-Hernández Transactions of the American Mathematical Society \Alpha \InEngineeringAssociated EigenfunctionsIntegrable ProbabilityStochastic Dynamical System	2006	13
On the semimartingale representation of reflecting Brownian motion in a cusp R. Dante DeBlassie, Ellen H. Toby Probability Theory and Related Fields EngineeringSemimartingale RepresentationStochastic ProcessesStochastic Dynamical SystemStochastic Analysis	1993	13
Explicit semimartingale representation of Brownian motion in a wedge R. Dante DeBlassie Stochastic Processes and their Applications EngineeringStochastic ProcessesProbability TheoryBrownian MotionStochastic Differential Equation	1990	12

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