Benedetto Silvestri

activity

20082026

M \otimes_{A (U)} Alt^{∙} (U, M)

. Stokes theorem for locally convex linear space valued forms. Divergence theorem for locally convex linear space valued vector fields

1 citations · 2 across the 9 of their papers we have counts for

collaborators

10 papers

math.FA2026

Universal operatorial Noether current associated with a quasi-complete locally convex linear space valued Lagrangian defined on an open set of a product of normed spaces

Benedetto Silvestri

In the context of locally convex vector valued integrable tensors on open sets of a $n$ -dimensional manifold $M$ developped in our previous work \cite{sil09261621}, in this paper w…

math.FA2022

Construction of strong derivable maps via functional calculus of unbounded spectral operators in Banach spaces

Benedetto Silvestri

We provide sufficient conditions for the existence of a strong derivable map and calculate its derivative by employing a result in our previous work on strong derivability of maps…

math.FA2020★ 1 cited

Operations on $M \otimes_{A (U)} Alt^{∙} (U, M)$ . Stokes theorem for locally convex linear space valued forms. Divergence theorem for locally convex linear space valued vector fields

Benedetto Silvestri

We extend to $M \otimes_{A (U)} T_{∙}^{∙} (U, M)$ the usual operations defined on $T_{∙}^{∙} (U, M)$ , then by employing t…

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 $J$ between functors valued in the category $Chdv_{0}$ is assembled. $Chdv_{0}$ is obtained by replacing both the categori…

math-ph2015

The 2-category of species of dynamical patterns

Benedetto Silvestri

A new category $dp$ , called of dynamical patterns addressing a primitive, nongeometrical concept of dynamics, is defined and employed to construct a $2 -$ category $2-\mat…

math.OA2013

Natural transformations associated with a locally compact group and universality of the global Terrell law

Benedetto Silvestri

Via the construction of a functor from $C_{u} (H)$ to an auxiliary category we associate, with any triplet $(G, F, ρ)$ , two natural transformations, $m_{⋆}$ mo…

math.FA2009

Use of bundles of locally convex spaces in problems of convergence of semigroups of operators defined on different Banach spaces. Applications to spectral stability problems

Benedetto Silvestri

In this work we construct certain general bundles $< M, ρ, X >$ and $< B, η, X >$ of Hausdorff locally convex spaces associated with a given Banach bundle $<\mathfrak…

math.FA2008★ 1 cited

Integral equalities for functions of unbounded spectral operators in Banach spaces

Benedetto Silvestri

We investigate a limiting procedure for extending local integral operator equalities to the global ones and to applying it to obtaining generalizations of the Newton-Leibnitz formu…

math.FA2008

Frechet differential of a power series in Banach algebras

Benedetto Silvestri

We present two new forms in which the Frechet differential of a power series in a Banach algebra can be expressed in terms of absolutely convergent series involving the commutant $…

Universal operatorial Noether current associated with a quasi-complete locally convex linear space valued Lagrangian defined on an open set of a product of normed spaces

Construction of strong derivable maps via functional calculus of unbounded spectral operators in Banach spaces

Operations on M⊗A(U)​Alt∙(U,M). Stokes theorem for locally convex linear space valued forms. Divergence theorem for locally convex linear space valued vector fields

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

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

The 2-category of species of dynamical patterns

Natural transformations associated with a locally compact group and universality of the global Terrell law

Use of bundles of locally convex spaces in problems of convergence of semigroups of operators defined on different Banach spaces. Applications to spectral stability problems

Integral equalities for functions of unbounded spectral operators in Banach spaces

Frechet differential of a power series in Banach algebras

Operations on $M \otimes_{A (U)} Alt^{∙} (U, M)$ . Stokes theorem for locally convex linear space valued forms. Divergence theorem for locally convex linear space valued vector fields