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Nondegenerate SDE's with jumps and their hypoelliptic properties

Journal of the Mathematical Society of Japan, 2013, Vol.65 (3), p.993-1035

KUNITA, Hiroshi

2013

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Infinitesimal generators of nonhomogeneous convolution semigroups on Lie groups

Osaka journal of mathematics, 1997-03, Vol.34 (no. 1), p.233-264

Kunita, Hiroshi

1997

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Stochastic differential equations of jump type and Lévy processes in diffeomorphisms group

Kyoto journal of mathematics, 1985-01, Vol.25 (1)

1985

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Tightness of Probability measures in D([0,T];C) and D([0,T];D)

Journal of the Mathematical Society of Japan, 1986, Vol.38 (2), p.309-334

KUNITA, Hiroshi

1986

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INFINITESIMAL GENERATORS OF RANDOM POSITIVE SEMIGROUPS

Taiwanese journal of mathematics, 1997-12, Vol.1 (4), p.371-387

Kunita, Hiroshi

1997

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Limit theorems for stochastic difference-differential equations

Nagoya mathematical journal, 1992-09, Vol.127, p.83-116

1992

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On the convergence of solutions of stochastic ordinary differential equations as stochastic flows of diffeomorphisms

Osaka journal of mathematics, 1984-01, Vol.21 (4), p.883-911

KUNITA, H

1984

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General boundary conditions for multi-dimensional diffusion processes

Kyoto journal of mathematics, 1970-01, Vol.10 (2)

Kunita, Hiroshi

1970

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Applications of Martin boundaries to instantaneous return Markov processes over a denumerable space

Journal of the Mathematical Society of Japan, 1962-01, Vol.14 (1), p.66-100

KUNITA, Hiroshi

1962

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Stochastic Integrals Based on Martingales Taking Values in Hilbert Space

Nagoya mathematical journal, 1970-03, Vol.38, p.41-52

Kunita, Hiroshi

1970

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On Square Integrable Martingales

Nagoya mathematical journal, 1967-08, Vol.30, p.209-245

1967

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Stable limit distributions over a nilpotent Lie group

Proceedings of the Japan Academy. Series A. Mathematical sciences, 1995-01, Vol.71 (1), p.1-5

Kunita, Hiroshi

1995

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Lévy flows on manifolds and Lévy processes on Lie groups

Kyoto journal of mathematics, 1993-12, Vol.33 (4)

1993

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Convolution semigroups of stable distributions over a nilpotent Lie group

Proceedings of the Japan Academy. Series A. Mathematical sciences, 1994, Vol.70 (10), p.305-310

Kunita, Hiroshi

1994

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Absolute Continuity of Markov Processes and Generators

Nagoya mathematical journal, 1969-01, Vol.36, p.1-26

Kunita, Hiroshi

1969

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Note on Dynkin's (α, ξ)-Subprocess of Standard Markov Process

The Annals of mathematical statistics, 1967-12, Vol.38 (6), p.1647-1654

Kunita, Hiroshi

1967

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Markov processes and martin boundaries part I

Illinois journal of mathematics, 1965-09, Vol.9 (3)

1965

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Stochastic differential equations for the non linear filtering problem

Osaka journal of mathematics, 1972, Vol.9 (no. 1), p.19-40

1972

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Markov processes and Martin boundaries

Bulletin (new series) of the American Mathematical Society, 1963-01, Vol.69 (3), p.386-391

1963

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Nondegenerate SDE's with jumps and their hypoelliptic properties

Infinitesimal generators of nonhomogeneous convolution semigroups on Lie groups

Stochastic differential equations of jump type and Lévy processes in diffeomorphisms group

Tightness of Probability measures in D([0,T];C) and D([0,T];D)

INFINITESIMAL GENERATORS OF RANDOM POSITIVE SEMIGROUPS

Limit theorems for stochastic difference-differential equations

On the convergence of solutions of stochastic ordinary differential equations as stochastic flows of diffeomorphisms

General boundary conditions for multi-dimensional diffusion processes

Applications of Martin boundaries to instantaneous return Markov processes over a denumerable space

Stochastic Integrals Based on Martingales Taking Values in Hilbert Space

On Square Integrable Martingales

Stable limit distributions over a nilpotent Lie group

Lévy flows on manifolds and Lévy processes on Lie groups

Convolution semigroups of stable distributions over a nilpotent Lie group

Absolute Continuity of Markov Processes and Generators

Note on Dynkin's (α, ξ)-Subprocess of Standard Markov Process

Markov processes and martin boundaries part I

Stochastic differential equations for the non linear filtering problem

Markov processes and Martin boundaries

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