On quasijet bundles

Tomáš, Jiří

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Displaying similar documents to “On quasijet bundles”

Non-existence of natural operators transforming connections on $Y \to M$ into connections on $F Y \to Y$

Włodzimierz M. Mikulski (2005)

Archivum Mathematicum

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Under some weak assumptions on a bundle functor $F : F M_{m, n} \to F M$ we prove that there is no $F M_{m, n}$ -natural operator transforming connections on $Y \to M$ into connections on $F Y \to Y$ .

Natural affinors on the extended $r$ -th order tangent bundles

Gancarzewicz, Jacek, Kolář, Ivan

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The authors prove that all natural affinors (i.e. tensor fields of type (1,1) on the extended $r$ -th order tangent bundle $E^{r} M$ over a manifold $M$ ) are linear combinations (the coefficients of which are smooth functions on $ℛ$ ) of four natural affinors defined in this work.

Displaying similar documents to “On quasijet bundles”

Non-existence of natural operators transforming connections on Y → M into connections on F Y → Y

Natural affinors on the extended r -th order tangent bundles

Non-existence of natural operators transforming connections on $Y \to M$ into connections on $F Y \to Y$

Natural affinors on the extended $r$ -th order tangent bundles