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Signature Varieties of Splines
Carlos Améndola, Felix Lotter, Leonard Schmitz
Splines are central objects for the interpolation of discrete data via piecewise smooth paths. Their iterated-integral signature is an infinite collection of tensors which characte…
Computing Path Signature Varieties in Macaulay2
Carlos Améndola, Angelo El Saliby, Felix Lotter +1
The signature of a path is a non-commutative power series whose coefficients are given by certain iterated integrals over the path coordinates. This series almost uniquely characte…
Signature matrices of membranes
Felix Lotter, Leonard Schmitz
The signature of a membrane is a sequence of tensors whose entries are iterated integrals. We study algebraic properties of membrane signatures, with a focus on signature matrices…
Cohomologically smooth morphisms for étale -sheaves in characteristic
Felix Lotter
We scrutinise the notions of cohomologically smooth morphisms and smooth objects for the six functor formalism of étale -sheaves on schemes in characteristic . We s…