Areal Spaces Based on Geometrical Theory of Parameter-Invariant Multiple Integrals
Journal: IMPACT : International Journal of Research in Applied, Natural and Social Sciences ( IMPACT : IJRANSS ) (Vol.8, No. 6)Publication Date: 2020-06-30
Authors : S. C. Rastogi;
Page : 1-14
Keywords : Areal Spaces; Torse Forming Vector Fields. Concurrent Vector Fields; C-Reducible Areal Spaces;
Abstract
Areal spaces of different types have been studied by several authors, including Cartan [1], Davies [2], Kawaguchi [3] and several others. The study of areal spaces through parameter invariant multiple integrals is of great significance as the geometrical theory of areal spaces based on multiple integrals by Rund [8, 9] generalises both Finsler as well as Cartan spaces. Following Rund's approach, various aspects of areal spaces have been studied by Rastogi [5, 6, 7].
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