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This article presents the study of almost Hermitian submersion from an almostYamabe soliton onto an almost Hermitian manifold. A non-trivial example is alsomentioned in order to guarantee the existence of such solitons on the totalspace of almost Hermitian submersions. We mainly focus on Kaehler submersionsfrom Kaehler manifolds which are special case of almost Hermitian submersions.Under certain conditions, we find out that the fibres and the base manifold ofsuch submersions are almost Yamabe soliton. We give the characterizations foran almost Yamabe soliton of a Kaehler submersion to be shrinking, steady andexpanding in terms of extrinsic horizontal scalar curvature. Moreover, weobserve the behavior of torqued, recurrent and concurrent vector field of thetotal space of the Kaehler submersion. In particular, we obtaincharacterization for an almost Yamabe soliton consisting of concurrent vectorfields. Meanwhile, we give some results of such submersions when the totalspace is Yamabe soliton which is a particular case of almost Yamabe soliton.

Almost Yamabe Solitons on a Total Space of Almost Hermitian Submersions