Get started
Author

Jae Gil Choi

Observed names: Choi, Jae Gil, JAE GIL CHOI, Jae Choi, Jae Gil CHOI
Institution: Dankook University
ORCID: 0000-0001-6508-9788
Observed ORCID: 0000-0001-6508-9788
OpenAlex ID: A5064283862
A Multiple Generalized Fourier–feynman Transform Via a Rotation on Wiener Space
2012 · JAE GIL CHOI, DAVID SKOUG, et al. · International Journal of Mathematics · 19
Evaluation Formulas for Conditional Function Space Integrals I
2006 · Seung Jun Chang, Jae Gil Choi, et al. · Stochastic Analysis and Applications · 17
A Fubini theorem on a function space and its applications
2013 · Hyun Soo Chung, Jae Gil Choi, et al. · Banach Journal of Mathematical Analysis · 15
PDF
Multiple generalized analytic Fourier--Feynman transform via rotation of Gaussian paths on function space
2015 · Seung Jun Chang, Jae Gil Choi, et al. · Banach Journal of Mathematical Analysis · 12
PDF
Sequential Generalized Transforms on Function Space
2013 · Jae Gil Choi, Hyun Soo Chung, et al. · Abstract and Applied Analysis · 11
PDF
Effect of drift of the generalized Brownian motion process: an example for the analytic Feynman integral
2016 · Seung Jun Chang, Jae Gil Choi · Archiv der Mathematik · 10
An Approach to Solution of the Schrödinger Equation Using Fourier-type Functionals
2013 · Seung Jun Chang, Jae Gil Choi, et al. · Journal of the Korean Mathematical Society · 10
PDF
Generalized Fourier-Feynman Transforms, Convolution Products, and First Variations on Function Space
2010 · Seung Jun Chang, Jae Gil Choi, et al. · Rocky Mountain Journal of Mathematics · 10
A Rotation on Wiener Space with Applications
2012 · Jae Gil Choi, Seung Jun Chang · ISRN Applied Mathematics · 7
PDF
Rotation of Gaussian paths on Wiener space with applications
2018 · Seung Jun Chang, Jae Gil Choi · Banach Journal of Mathematical Analysis · 6
PDF
Generalized Fourier–Feynman transforms and generalized convolution products on Wiener space
2017 · Seung Jun Chang, Hyun Soo Chung, et al. · Indagationes Mathematicae · 5
A Translation Theorem for the Generalised Analytic Feynman Integral Associated With Gaussian Paths
2015 · SEUNG JUN CHANG, JAE GIL CHOI, et al. · Bulletin of the Australian Mathematical Society · 5
PDF
The behavior of conditional Wiener integrals on product Wiener space
2013 · Jae Gil Choi, David Skouge, et al. · Mathematische Nachrichten · 5
A Fresnel Type Class on Function Space
2009 · Seung Jun Chang, Jae Gil Choi, et al. · 5
Parts formulas involving the Fourier–Feynman transform associated with Gaussian paths on Wiener space
2020 · Seung Jun Chang, Jae Gil Choi · Banach Journal of Mathematical Analysis · 4
PDF
A Cameron-Storvick theorem for the analytic Feynman integral associated with Gaussian paths on a Wiener space and applications
2018 · Seung Jun Chang, Jae Gil Choi · Communications on Pure &amp Applied Analysis · 4
Classes of Fourier–Feynman transforms on Wiener space
2016 · Seung Jun Chang, Jae Gil Choi · Journal of Mathematical Analysis and Applications · 4
PDF
Change of path formula on the function space with applications
2014 · Jae Gil Choi, Woon Gie Lee, et al. · Indagationes Mathematicae · 4
Note on generalized Wiener integrals
2013 · Jae Gil Choi, Seung Jun Chang · Archiv der Mathematik · 4
A Cameron-Storvick Theorem for Analytic Feynman Integrals on Product Abstract Wiener Space and Applications
2012 · Jae Gil Choi, Seung Jun Chang · Applied Mathematics & Optimization · 4
Analytic Fourier–Feynman transforms associated with bounded linear operators on abstract Wiener spaces
2022 · Jae Gil Choi · Journal of Mathematical Analysis and Applications · 3
An extension of the Cameron–Martin translation theorem via Fourier–Hermite functionals
2020 · Un Gi Lee, Jae Gil Choi · Archiv der Mathematik · 3
Generalized Fourier–Feynman transforms and generalized convolution products on Wiener space II
2020 · Sang Kil Shim, Jae Gil Choi · Annals of Functional Analysis · 3
PDF
Algebraic structure of the $ L_2 $ analytic Fourier–Feynman transform associated with Gaussian paths on Wiener space
2020 · Jae Gil Choi, David Skoug · Communications on Pure &amp Applied Analysis · 3
Rotation of Gaussian processes on function space
2019 · Seung Jun Chang, David Skoug, et al. · Revista de la Real Academia de Ciencias Exactas Físicas y Naturales Serie A Matemáticas · 3
Works count: 73
Citation count: 220
H-index: 8
I10-index: 8
Year
Topic
Type