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Viene determinata la struttura degli oggetti geometrici sul fibrato tangente di una varietà differenziabile che sono invarianti di fronte al gruppo delle ometetie di tale fibrato. Viene stabilita la relazione fra questi oggetti e i "lifts" completi ed orizzontali degli oggetti definiti sulla varietà base, ottenendo altresì nuovi oggetti geometrici sulla base.
The aim of this paper is to study the projectable and -projectable objects (tensors, derivations and linear connections) on the total space of a fibred manifold , where is a normalization of .
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