User profiles for K. J. Hochberg
Kenneth HochbergProfessor of Mathematics, Bar-Ilan University Verified email at macs.biu.ac.il Cited by 837 |
A signed measure on path space related to Wiener measure
KJ Hochberg - The Annals of Probability, 1978 - JSTOR
The connection between the heat equation and Brownian motion is generalized to a process
related to the equation $\partial u/\partial t = (-1)^{n + 1} \partial^{2n}u/\partial x^{2n}, n \…
related to the equation $\partial u/\partial t = (-1)^{n + 1} \partial^{2n}u/\partial x^{2n}, n \…
Wandering random measures in the Fleming-Viot model
DA Dawson, KJ Hochberg - The Annals of Probability, 1982 - JSTOR
Fleming and Viot have established the existence of a continuous-state-space version of the
Ohta-Kimura ladder or stepwise-mutation model of population genetics for describing allelic …
Ohta-Kimura ladder or stepwise-mutation model of population genetics for describing allelic …
The carrying dimension of a stochastic measure diffusion
DA Dawson, KJ Hochberg - The Annals of Probability, 1979 - JSTOR
A multiplicative stochastic measure diffusion process in $R^d$ is the continuous analogue
of an infinite particle branching Markov process in which the particles move in $R^d$ …
of an infinite particle branching Markov process in which the particles move in $R^d$ …
Composition of stochastic processes governed by higher-order parabolic and hyperbolic equations
KJ Hochberg, E Orsingher - Journal of Theoretical Probability, 1996 - Springer
We consider compositions of stochastic processes that are governed by higherorder partial
differential equations. The processes studied include compositions of Brownian motions, …
differential equations. The processes studied include compositions of Brownian motions, …
[HTML][HTML] Conditional maximal distributions of processes related to higher-order heat-type equations
The conditional Feynman–Kac functional is used to derive the Laplace transforms of conditional
maximum distributions of processes related to third- and fourth-order equations. These …
maximum distributions of processes related to third- and fourth-order equations. These …
The arc-sine law and its analogs for processes governed by signed and complex measures
KJ Hochberg, E Orsingher - Stochastic Processes and their applications, 1994 - Elsevier
… n 2 2 (Hochberg, 1978). It has recently been shown that the arc-sine law does not hold for
… KJ Hochberg, A signed measure on path space related to Wiener measure, Ann. Probab. 6 (…
… KJ Hochberg, A signed measure on path space related to Wiener measure, Ann. Probab. 6 (…
Stability of stochastic jump-parameter semi-Markov linear systems of differential equations
E Shmerling, KJ Hochberg - Stochastics: An International Journal …, 2008 - Taylor & Francis
… Shmerling and KJ Hochberg 514 … Shmerling and KJ Hochberg, Solution of jump parameter
systems of differential and difference equations with semi-Markov coefficients, J. Appl. Probab…
systems of differential and difference equations with semi-Markov coefficients, J. Appl. Probab…
A multilevel branching model
DA Dawson, KJ Hochberg - Advances in applied probability, 1991 - cambridge.org
We consider a dynamic multilevel population or information system. At each level individuals
or information units undergo a Galton–Watson-type branching process in which they can …
or information units undergo a Galton–Watson-type branching process in which they can …
Central limit theorem for signed distributions
KJ Hochberg - Proceedings of the American Mathematical Society, 1980 - ams.org
This paper contains an improved version of existing generalized central limit theorems for
convergence of normalized sums of independent random variables distributed by a signed …
convergence of normalized sums of independent random variables distributed by a signed …
Persistence of a critical super-2 process
LG Gorostiza, KJ Hochberg… - Journal of applied …, 1995 - cambridge.org
… HOCHBERG,** Bar-Ilan University ANTON WAKOLBINGER,*** Johann-Wolfgang Goethe-Unioersitat,
Frankfurt am Main … Super-2 processes (or 2-level superprocesses) have been …
Frankfurt am Main … Super-2 processes (or 2-level superprocesses) have been …