%0 Journal Article
%T Conditional Fourier-Feynman transforms and convolutions over continuous paths
%A Suk Bong Park
%A Dong Hyun Cho
%A Yun Hee Choi
%J International Mathematical Forum
%D 2013
%I 
%X In the present paper, we evaluate the analytic conditional Fourier-Feynman transforms and convolution products of bounded functionswhich are important in Feynman integration theories and quantum mechanics.We then investigate the inverse transforms of the functionswith their relationships and finally that the conditional analytic Fourier-Feynman transforms of the conditional convolution products for thefunctions, can be expressed in terms of the products of the conditionalFourier-Feynman transform of each function.
%K analogue of Wiener measure
%K conditional analytic Feynman integral
%K conditional analytic Wiener integral
%K conditional Fourier-Feynmantransform
%K convolution
%K Wiener space
%U http://www.m-hikari.com/imf/imf-2013/9-12-2013/chodonghyunIMF9-12-2013.pdf