Original scientific paper
Geometry of manifolds on Lie endomorphism space and their duals under fractional action-like variational approach
Rami Ahmad El-Nabulsi
; Department of Nuclear Engineering, Cheju National University, Ara-Dong 1, Jeju 690-756, South Korea
Abstract
Some interesting fractional features of the geometry of manifolds on Lie endomorphism space and their duals are discussed within the framework of fractional action-like variational approach (fractionally differentiated Lagrangian function) formulated recently by the author.
Keywords
fractional action-like variational approach; symmetry; constants of motion; Euler-Poincaré equations; Lie Algebra and their duals; Kelvin-Noether theorem
Hrčak ID:
302513
URI
Publication date:
1.7.2007.
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