Abstract
Fractional complexified field theory based on Saxena-Kumbhat fractional integrals with the presence of fractional derivative of order $(\alpha, \beta )$and dynamical fractional exponent is considered. Some interesting results are explored and discussed in some details.
Citation
A. R. El-Nabulsi. C. G. Wu. "Fractional Complexified Field Theory from Saxena-Kumbhat Fractional Integral, Fractional Derivative of Order ($\alpha, \beta$) and Dynamical Fractional Integral Exponent." Afr. Diaspora J. Math. (N.S.) 13 (2) 45 - 61, 2012.
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