# Article

 Title: Natural operators on frame bundles (English) Author: Krupka, Michal Language: English Journal: Proceedings of the 19th Winter School "Geometry and Physics" Volume: Issue: 1999 Year: Pages: 121-129 . Category: math . Summary: Let $F_1$ be a natural bundle of order $r_1$; a basis of the $s$-th order differential operators of $F_1$ with values in $r_2$-th order bundles is an operator $D$ of that type such that any other one is obtained by composing $D$ with a suitable zero-order operator. In this article a basis is found in the following two cases: for $F_1=\text{semi} F^{r_1}$ (semi-holonomic $r_1$-th order frame bundle), $s=0$, \$r_2

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