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Asymptotics for certain Wiener integrals associated with higher order differential operators

Pacific journal of mathematics, 1990-03, Vol.142 (1), p.41-48

1990

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Dual multiplicative operator functionals

Probabilistic Methods in Differential Equations, 2006, p.152-162

2006

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LIMIT THEOREMS FOR A CLASS OF MULTIPLICATIVE OPERATOR FUNCTIONALS OF BROWNIAN MOTION

The Rocky Mountain journal of mathematics, 1974, Vol.4 (3), p.435-441

GRIEGO, RICHARD J.

1974

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Convergence of branching transport processes to branching brownian motion

Stochastic processes and their applications, 1979, Vol.8 (3), p.269-276

1979

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Stochastic space-time models and limit theorems

Mathematical biosciences, 1987-07, Vol.85 (1), p.109-111

Griego, Richard J.

1987

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Brownian Motion and Potential Theory

Scientific American, 1969-03, Vol.220 (3), p.66-77

1969

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An elementary theory of stochastic differential equations driven by a poisson process

Communications in statistics. Stochastic models, 1994-01, Vol.10 (2), p.335-363

1994

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Almost Sure Convergence of Uniform Transport Processes to Brownian Motion

The Annals of mathematical statistics, 1971-06, Vol.42 (3), p.1129-1131

1971

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INTRODUCTION TO THIS ISSUE

The Rocky Mountain journal of mathematics, 1979, Vol.9 (1), p.1-2

1979

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On principal eigenvalues for random evolutions

Stochastic analysis and applications, 1989-01, Vol.7 (1), p.35-45

1989

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Local times for transforms of Markov processes

Kyoto journal of mathematics, 1968-01, Vol.8 (1)

Griego, Richard J.

1968

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Local time as a derivative of occupation

Illinois journal of mathematics, 1967-03, Vol.11 (1)

Griego, Richard J.

1967

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Theory of Random Evolutions with Applications to Partial Differential Equations

Transactions of the American Mathematical Society, 1971, Vol.156, p.405-418

1971

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LOCAL TIME AS A DERIVATIVE OF OCCUPATION TIMES

GRIEGO, RICHARD JEROME

1965

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Stochastic space-time models and limit theorems : L. Arnold and P. Kotelenez (Editors) D. Reidel, Dordrecht, 1986, xi + 226 pp., $44.00, £33.25, Dfl. 120.00

Mathematical Biosciences, 1987, Vol.85 (1), p.109-111

Griego, Richard J.

1987

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Strong approximation of diffusion processes by transport processes

Kyoto journal of mathematics, 1979-01, Vol.19 (1)

1979

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Local times and random time changes

Zeitschrift f r Wahrscheinlichkeitstheorie und Verwandte Gebiete, 1967-01, Vol.8 (4), p.325-331

Griego, Richard J.

1967

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Weyl's Theorem for Certain Operator-Valued Potentials

Indiana University mathematics journal, 1978-03, Vol.27 (2), p.195-209

1978

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Rate of convergence of uniform transport processes to brownian motion and application to stochastic integrals

Stochastics, 1980-01, Vol.3 (1-4), p.291-303

1980

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Genome-Wide Analysis of NBS-LRR-Encoding Genes in Arabidopsis

The Plant cell, 2003-04, Vol.15 (4), p.809-834

2003

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Brownian Motion and Potential Theory: The discovery that these two apparently unrelated branches of physics are in some sense mathematically equivalent has led to a new subject known as probabilistic potential theory

Scientific American, 1969-03, Vol.220 (3), p.66

1969

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Design and fabrication of a window for the gas Cherenkov detector 3

Review of scientific instruments, 2016-11, Vol.87 (11)

2016

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Organizational Capabilities in a Government R&D Enterprise

2017

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Organizational Capabilities in a Government R&D Enterprise

INCOSE International Symposium, 2017-07, Vol.27 (1), p.1635-1646

2017

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Routine helical CT of the abdomen: image quality considerations

Radiology, 1993-11, Vol.189 (2), p.395-400

1993

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Asymptotics for certain Wiener integrals associated with higher order differential operators

Dual multiplicative operator functionals

LIMIT THEOREMS FOR A CLASS OF MULTIPLICATIVE OPERATOR FUNCTIONALS OF BROWNIAN MOTION

Convergence of branching transport processes to branching brownian motion

Stochastic space-time models and limit theorems

Brownian Motion and Potential Theory

An elementary theory of stochastic differential equations driven by a poisson process

Almost Sure Convergence of Uniform Transport Processes to Brownian Motion

INTRODUCTION TO THIS ISSUE

On principal eigenvalues for random evolutions

Local times for transforms of Markov processes

Local time as a derivative of occupation

Theory of Random Evolutions with Applications to Partial Differential Equations

LOCAL TIME AS A DERIVATIVE OF OCCUPATION TIMES

Stochastic space-time models and limit theorems : L. Arnold and P. Kotelenez (Editors) D. Reidel, Dordrecht, 1986, xi + 226 pp., $44.00, £33.25, Dfl. 120.00

Strong approximation of diffusion processes by transport processes

Local times and random time changes

Weyl's Theorem for Certain Operator-Valued Potentials

Rate of convergence of uniform transport processes to brownian motion and application to stochastic integrals

Genome-Wide Analysis of NBS-LRR-Encoding Genes in Arabidopsis

Brownian Motion and Potential Theory: The discovery that these two apparently unrelated branches of physics are in some sense mathematically equivalent has led to a new subject known as probabilistic potential theory

Design and fabrication of a window for the gas Cherenkov detector 3

Organizational Capabilities in a Government R&D Enterprise

Organizational Capabilities in a Government R&D Enterprise

Routine helical CT of the abdomen: image quality considerations

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