13-18 on almost polynomial structures from classical linear connections

HIGHLIGHTS

• who: ANNALES and collaborators from the (UNIVERSITY) have published the paper: 13-18 On almost polynomial structures from classical linear connections, in the Journal: (JOURNAL)
• what: The authors characterize all covariant regular functors F: Vm → V admitting Mfm natural operators P̃ transforming classical linear connections ∇ on m-manifolds M S into almost polynomial w-structures P̃ (∇) on F (T )M=x∈M F (Tx M ), where T: Mfm → VB denotes the tangent functor on the category Mfm.

SUMMARY

If w(t)=t2 + 1, then the authors reobtain the result from_[5 . . .

 



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