Add to ORKGsummary:First we deduce some general properties of product preserving bundle functors on the category of fibered manifolds. Then we study the prolongation of projectable tangent valued forms with respect to these functors and describe the complete lift of the Frölicher-Nijenhuis bracket. We also present the coordinate formula for composition of semiholonomic jets
summary:We define the tangent valued $C$-forms for a large class of differential geometric categorie...
summary:We define the tangent valued $C$-forms for a large class of differential geometric categorie...
A study of prolongations of F-structure to the tangent bundle of order 2 has been presented
summary:First we deduce some general properties of product preserving bundle functors on the categor...
summary:First we deduce some general properties of product preserving bundle functors on the categor...
summary:We study the prolongation of semibasic projectable tangent valued $k$-forms on fibered manif...
summary:We study the prolongation of semibasic projectable tangent valued $k$-forms on fibered manif...
summary:We study the prolongation of semibasic projectable tangent valued $k$-forms on fibered manif...
summary:We prove that the so-called complete lifting of tangent valued forms from a manifold $M$ to ...
summary:We consider the problem of prolongating general connections on arbitrary fibered manifolds w...
summary:We define the tangent valued $C$-forms for a large class of differential geometric categorie...
Let be a Weil algebra and V be an -module with dimR V < ∞. Let E → M be a vector bundle and let ᴬ...
summary:We prove that the so-called complete lifting of tangent valued forms from a manifold $M$ to ...
summary:We prove that the so-called complete lifting of tangent valued forms from a manifold $M$ to ...
summary:We describe the fiber product preserving bundle functors on the category of all morphisms of...
summary:We define the tangent valued $C$-forms for a large class of differential geometric categorie...
summary:We define the tangent valued $C$-forms for a large class of differential geometric categorie...
A study of prolongations of F-structure to the tangent bundle of order 2 has been presented
summary:First we deduce some general properties of product preserving bundle functors on the categor...
summary:First we deduce some general properties of product preserving bundle functors on the categor...
summary:We study the prolongation of semibasic projectable tangent valued $k$-forms on fibered manif...
summary:We study the prolongation of semibasic projectable tangent valued $k$-forms on fibered manif...
summary:We study the prolongation of semibasic projectable tangent valued $k$-forms on fibered manif...
summary:We prove that the so-called complete lifting of tangent valued forms from a manifold $M$ to ...
summary:We consider the problem of prolongating general connections on arbitrary fibered manifolds w...
summary:We define the tangent valued $C$-forms for a large class of differential geometric categorie...
Let be a Weil algebra and V be an -module with dimR V < ∞. Let E → M be a vector bundle and let ᴬ...
summary:We prove that the so-called complete lifting of tangent valued forms from a manifold $M$ to ...
summary:We prove that the so-called complete lifting of tangent valued forms from a manifold $M$ to ...
summary:We describe the fiber product preserving bundle functors on the category of all morphisms of...
summary:We define the tangent valued $C$-forms for a large class of differential geometric categorie...
summary:We define the tangent valued $C$-forms for a large class of differential geometric categorie...
A study of prolongations of F-structure to the tangent bundle of order 2 has been presented