Add to ORKGsummary:We describe how find all $\mathcal Mf_m$-natural operators $D$ transforming torsion free classical linear connections $\nabla $ on $m$-manifolds $M$ into $r$-th order linear connections $D(\nabla )$ on $M$
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:All natural operations transforming linear connections on the tangent bundle of a fibred man...
AbstractIt is well known that natural operators of linear symmetric connections on manifolds and of ...
Abstract. We describe how find allMfm-natural operators D transforming torsion free classical linear...
summary:We describe how find all $\mathcal Mf_m$-natural operators $D$ transforming torsion free cla...
summary:We prove that the problem of finding all ${\mathcal {M} f_m}$-natural operators ${C\colon Q\...
summary:We prove that the problem of finding all ${\mathcal {M} f_m}$-natural operators ${C\colon Q\...
summary:Let $G$ be a bundle functor of order $(r,s,q)$, $s\geq r\leq q$, on the category $\Cal F\Cal...
summary:Summary: Geometrical concepts induced by a smooth mapping $f:M\to N$ of manifolds with linea...
summary:The torsions of a general connection $\Gamma$ on the $r$th-order tangent bundle of a manifol...
summary:The torsions of a general connection $\Gamma$ on the $r$th-order tangent bundle of a manifol...
summary:Given a fibered manifold $Y \to X$, a 2-connection on $Y$ means a section $J^1 Y \to J^2 Y$....
summary:Given a fibered manifold $Y \to X$, a 2-connection on $Y$ means a section $J^1 Y \to J^2 Y$....
summary:The torsions of a general connection $\Gamma$ on the $r$th-order tangent bundle of a manifol...
summary:For a vector bundle functor $H:\Cal M f\to \Cal V\Cal B$ with the point property we prove th...
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:All natural operations transforming linear connections on the tangent bundle of a fibred man...
AbstractIt is well known that natural operators of linear symmetric connections on manifolds and of ...
Abstract. We describe how find allMfm-natural operators D transforming torsion free classical linear...
summary:We describe how find all $\mathcal Mf_m$-natural operators $D$ transforming torsion free cla...
summary:We prove that the problem of finding all ${\mathcal {M} f_m}$-natural operators ${C\colon Q\...
summary:We prove that the problem of finding all ${\mathcal {M} f_m}$-natural operators ${C\colon Q\...
summary:Let $G$ be a bundle functor of order $(r,s,q)$, $s\geq r\leq q$, on the category $\Cal F\Cal...
summary:Summary: Geometrical concepts induced by a smooth mapping $f:M\to N$ of manifolds with linea...
summary:The torsions of a general connection $\Gamma$ on the $r$th-order tangent bundle of a manifol...
summary:The torsions of a general connection $\Gamma$ on the $r$th-order tangent bundle of a manifol...
summary:Given a fibered manifold $Y \to X$, a 2-connection on $Y$ means a section $J^1 Y \to J^2 Y$....
summary:Given a fibered manifold $Y \to X$, a 2-connection on $Y$ means a section $J^1 Y \to J^2 Y$....
summary:The torsions of a general connection $\Gamma$ on the $r$th-order tangent bundle of a manifol...
summary:For a vector bundle functor $H:\Cal M f\to \Cal V\Cal B$ with the point property we prove th...
summary:We classify all bundle functors $G$ admitting natural operators transforming connections on ...
summary:All natural operations transforming linear connections on the tangent bundle of a fibred man...
AbstractIt is well known that natural operators of linear symmetric connections on manifolds and of ...