الفهرس 
IntroductionOnly 14 pages are availabe for public view
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Abstract
Recent research by physicists and mathematicians has revealed that
many fundamental dynamical processes exhibit behaviour of fractional
order that can depend on space and/or time. This shows that variable
order calculus provides a valuable mathematical framework for describing intricate dynamical problems. It is new topic at mathematical world
we dealt with a study it during this thesis.
This thesis developed the SCM with several types of OMs of the VO
fractional derivatives and integrals of SFGPs for solving different VOFuDEs based on the SFGPs. The suggested VOFuDEs exemplify a
number of equations with significant applications, including VO-DDEs
with ICs or IFC, VO-NFuDEs, VO-P-DDEs, VO-PV-DIDEs, VO-EFDDEs, VO-PDDEs with ICs and BCs, VO-PDDEs with IFC and BCs
finally VO-FV-IDEs.