S. Chang

activity

20132021

most citedAnalytic Fourier--Feynman transforms and convolution type operations associated with Gaussian processes on Wiener space

5 citations · 6 across the 7 of their papers we have counts for

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math.PR2021

Analytic operator-valued generalized Feynman integral on function space

Jae Gil Choi

In this paper an analytic operator-valued generalized Feynman integral was studied on a very general Wiener space $C_{a, b} [0, T]$ . The general Wiener space $C_{a, b} [0, T]$ is a funct…

math.PR2015★ 5 cited

Analytic Fourier--Feynman transforms and convolution type operations associated with Gaussian processes on Wiener space

Jae Gil Choi, Seung Jun Chang

In this paper we introduce the concept of a convolution type operation of functionals on Wiener space. It contains several kinds of the concepts of convolution products on Wiener s…

math.PR2015

Algebraic structure of the $L_{2}$ analytic Fourier-Feynman transform associated with Gaussian processes on Wiener space

Seung Jun Chang, Jae Gil Choi, David Skoug

In this paper we study algebraic structures of the classes of the $L_{2}$ analytic Fourier-Feynman transforms on Wiener space. To do this we first develop several rotation properties…

Analytic operator-valued generalized Feynman integral on function space

Analytic Fourier--Feynman transforms and convolution type operations associated with Gaussian processes on Wiener space

Algebraic structure of the L2​ analytic Fourier-Feynman transform associated with Gaussian processes on Wiener space

Algebraic structure of the $L_{2}$ analytic Fourier-Feynman transform associated with Gaussian processes on Wiener space