Abstract. We consider the direct sum of a Lie algebroid structure with its dual space and equip this bigger space with a contact form called the generalized almost contact structure and characterize these in the sense of contact morphisms. Attaching an almost generalized complex structure, we recover properties as normality conditions in a direct way and study some aspects of metrical kind of this spaces.
DOI: 10.14232/actasm-017-777-8
AMS Subject Classification
(1991): 53D10
Keyword(s):
generalized almost contact structure,
Lie algebroid,
metric structure,
normality conditions
Received April 24, 2017, and in revised form September 21, 2017. (Registered under 27/2017.)
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