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.
AMS Subject Classification
generalized almost contact structure,
Received April 24, 2017, and in revised form September 21, 2017. (Registered under 27/2017.)