Pinsky, Ross - Department of Mathematics, Technion, Israel Institute of Technology

• ON DOMAIN MONOTONICITY FOR THE PRINCIPAL EIGENVALUE OF THE LAPLACIAN WITH A MIXED
• THE SHIFT OF THE PRINCIPAL EIGENVALUE FOR THE NEUMANN LAPLACIAN IN A DOMAIN
• ASYMPTOTICS OF THE PRINCIPAL EIGENVALUE AND EXPECTED HITTING TIME FOR POSITIVE
• STRONG LAW OF LARGE NUMBERS AND MIXING FOR THE INVARIANT DISTRIBUTIONS
• THE BEHAVIOR OF THE LIFE SPAN FOR SOLUTIONS TO ut = u + a(x)up
• ON THE CONSTRUCTION AND SUPPORT PROPERTIES OF MEASUREVALUED DIFFUSIONS ON D ` R d
• ASYMPTOTICS FOR EXIT PROBLEM AND PRINCIPAL EIGENVALUE FOR A CLASS OF NON-LOCAL ELLIPTIC
• ASYMPTOTIC BEHAVIOR OF THE PRINCIPAL EIGENVALUE FOR A CLASS OF NON-LOCAL ELLIPTIC
• A PROBABILISTIC APPROACH TO THE LIOUVILLE PROPERTY FOR SCHRODINGER OPERATORS WITH AN
• ONE-DIMENSIONAL DIFFUSIONS THAT EVENTUALLY STOP DOWN-CROSSING
• EXPLICIT AND ALMOST EXPLICIT SPECTRAL CALCULATIONS FOR DIFFUSION OPERATORS
• SPECTRAL ANALYSIS OF A CLASS OF NON-LOCAL ELLIPTIC OPERATORS RELATED TO BROWNIAN
• Ergodic Behavior of Diffusions with Random Jumps from the Boundary
• A PROBABILISTIC APPROACH TO BOUNDED/POSITIVE SOLUTIONS FOR SCHRODINGER OPERATORS WITH
• REGULARITY PROPERTIES OF THE DONSKER-VARADHAN RATE FUNCTIONAL FOR
• WHEN THE LAW OF LARGE NUMBERS FAILS FOR INCREASING SUBSEQUENCES OF RANDOM
• THE COMPACT SUPPORT PROPERTY FOR MEASURE-VALUED PROCESSES
• LAW OF LARGE NUMBERS FOR INCREASING SUBSEQUENCES OF RANDOM PERMUTATIONS
• UNIQUENESS/NONUNIQUENESS FOR NONNEGATIVE SOLUTIONS OF SECOND ORDER PARABOLIC
• INVARIANT PROBABILITY DISTRIBUTIONS FOR MEASURE-VALUED DIFFUSIONS
• DECAY OF MASS FOR THE EQUATION ut = u -a(x)up Ross G. Pinsky
• FINITE TIME BLOW-UP FOR THE INHOMOGENEOUS EQUATION ut = u + a(x)up
• ON THE CONSTRUCTION AND SUPPORT PROPERTIES OF MEASURE-VALUED DIFFUSIONS ON D Rd
• Spring 2007 Selected Topics in Number Theory--Analytic Number Theory
• Advanced Probability (106349) Spring 2005 Instructor: Professor Ross Pinsky (pinsky@math.technion.ac.il)
• Functional Analysis (106942) Winter 2004 Instructor: Professor Ross Pinsky (pinsky@math.technion.ac.il)
• SPECTRAL ANALYSIS OF A FAMILY OF SECOND-ORDER ELLIPTIC OPERATORS WITH
• POSITIVE SOLUTIONS OF REACTION DIFFUSION EQUATIONS WITH SUPER-LINEAR ABSORPTION
• TRANSIENCE/RECURRENCE AND THE SPEED OF A ONE-DIMENSIONAL RANDOM WALK IN A "HAVE
• SPECTRAL GAP AND RATE OF CONVERGENCE TO EQUILIBRIUM FOR A CLASS OF
• Stochastic Processes 106429 Lecturer: Professor Ross Pinsky
• COMPARISON THEOREMS FOR THE SPECTRAL GAP OF DIFFUSIONS PROCESSES AND
• THE FUJITA EXPONENT FOR SEMILINEAR HEAT EQUATIONS WITH QUADRATICALLY DECAYING
• ASYMPTOTICS FOR THE HEAT EQUATION IN THE EXTERIOR OF A SHRINKING COMPACT SET
• Absolute Continuity/Singularity and Relative Entropy Properties for Probability Measures Induced by
• GLOBAL EXISTENCE/NONEXISTENCE FOR SIGN-CHANGING SOLUTIONS TO ut = u + |u|p
• TRANSCIENCE/RECURRENCE FOR NORMALLY REFLECTED BROWNIAN MOTION IN UNBOUNDED
• PROBABILISTIC AND COMBINATORIAL ASPECTS OF THE CARD-CYCLIC TO RANDOM SHUFFLE
• Professor Ross Pinsky Winter Semester 2011-2012 Syllabus for Functional Analysis
• DETECTING TAMPERING IN RANDOM GRAPHS ROSS G. PINSKY
• PROBABILISTIC AND COMBINATORIAL ASPECTS OF THE CARD-CYCLIC TO RANDOM INSERTION SHUFFLE