Abstract
We use $Phi$-reflexive property on some geometrical structures(Fr{o}licher spaces, Sikorski spaces and diffeological spaces) to prove that some results on $(X,Upsilon)$-structures. Finally, we introduce $mathcal{P}$-tangent bundles, $mathcal{F}$-tangent bundles and obtain a relation between these bundles and $Phi$-reflexive property.
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