most citedScalarly Essentially Integrable Locally Convex Vector Valued Tensor Fields. Stokes Theorem

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.FA2020★ 1 cited

Scalarly Essentially Integrable Locally Convex Vector Valued Tensor Fields. Stokes Theorem

Benedetto Silvestri

This note is propaedeutic to the forthcoming work \cite{sil}; here we develop the terminology and results required by that paper. More specifically we introduce the concept of scal…

math.FA2020

Stokes-type Integral Equalities for Scalarly Essentially Integrable Locally Convex Vector Valued Forms which are Functions of an Unbounded Spectral Operator

Benedetto Silvestri

In this work we establish a Stokes-type integral equality for scalarly essentially integrable forms on an orientable smooth manifold with values in the locally convex linear space…

math.FA2018

Construction of a Natural Transformation from a Classical to a Quantum 0-Species

Benedetto Silvestri

A natural transformation between functors valued in the category is assembled. is obtained by replacing both the categori…