Add to ORKGsummary:A classification of natural transformations transforming vector fields on $n$-manifolds into affinors on the extended $r$-th order tangent bundle over $n$-manifolds is given, provided $n\ge 3$
summary:We determine all first order natural operators transforming $(0,2)$–tensor fields on a manif...
summary:For natural numbers $r$ and $n\geq 2$ all natural operators $T_{\vert \Cal M f_n}\rightsquig...
summary:A classification of natural liftings of foliations to the tangent bundle is given
summary:A classification of natural transformations transforming vector fields on $n$-manifolds into...
summary:The authors prove that all natural affinors (i.e. tensor fields of type (1,1) on the extende...
summary:For natural numbers $r\ge 2$ and $n$ a complete classification of natural transformations $A...
summary:For natural numbers $r$ and $n$ and a real number $a$ we construct a natural vector bundle $...
For natural numbers $r\geq 1$ and $n\geq 3$ a complete classification of natural transformations $A:...
summary:For natural numbers $r$ and $n\ge 2$ a complete classification of natural affinors on the na...
summary:All natural affinors on the $r$-th order cotangent bundle $T^{r*}M$ are determined. Basic af...
summary:We deduce that for $n\ge 2$ and $r\ge 1$, every natural affinor on $J^rT$ over $n$-manifolds...
summary:A classification of natural transformations transforming functions (or vector fields) to fun...
summary:In this paper are determined all natural transformations of the natural bundle of $(g,r)$-co...
summary:Natural liftings $D:I\rightarrow ITT^*$ are classified for $n\geq 2$. It is proved that they...
summary:For integers $r\ge 2$ and $n\ge 2$ a complete classification of all natural operators $A:T_{...
summary:We determine all first order natural operators transforming $(0,2)$–tensor fields on a manif...
summary:For natural numbers $r$ and $n\geq 2$ all natural operators $T_{\vert \Cal M f_n}\rightsquig...
summary:A classification of natural liftings of foliations to the tangent bundle is given
summary:A classification of natural transformations transforming vector fields on $n$-manifolds into...
summary:The authors prove that all natural affinors (i.e. tensor fields of type (1,1) on the extende...
summary:For natural numbers $r\ge 2$ and $n$ a complete classification of natural transformations $A...
summary:For natural numbers $r$ and $n$ and a real number $a$ we construct a natural vector bundle $...
For natural numbers $r\geq 1$ and $n\geq 3$ a complete classification of natural transformations $A:...
summary:For natural numbers $r$ and $n\ge 2$ a complete classification of natural affinors on the na...
summary:All natural affinors on the $r$-th order cotangent bundle $T^{r*}M$ are determined. Basic af...
summary:We deduce that for $n\ge 2$ and $r\ge 1$, every natural affinor on $J^rT$ over $n$-manifolds...
summary:A classification of natural transformations transforming functions (or vector fields) to fun...
summary:In this paper are determined all natural transformations of the natural bundle of $(g,r)$-co...
summary:Natural liftings $D:I\rightarrow ITT^*$ are classified for $n\geq 2$. It is proved that they...
summary:For integers $r\ge 2$ and $n\ge 2$ a complete classification of all natural operators $A:T_{...
summary:We determine all first order natural operators transforming $(0,2)$–tensor fields on a manif...
summary:For natural numbers $r$ and $n\geq 2$ all natural operators $T_{\vert \Cal M f_n}\rightsquig...
summary:A classification of natural liftings of foliations to the tangent bundle is given