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The natural affinors on \((J^rT^*)^*\). (English) Zbl 1049.58012

The author deduces that all natural affinors on the vector bundle \((J^rT^*M)^*\) dual to the \(r\)-jet prolongation \(J^rT^*M\) of the cotangent bundle of a manifold \(M\) form a two-parameter family.

MSC:

58A20 Jets in global analysis
53A55 Differential invariants (local theory), geometric objects
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