V. Crismale

activity

20132026

GS B D^{p}

with applications to the approximation of brittle fracture energies

44 citations · 148 across the 39 of their papers we have counts for

collaborators

Showing 2021Show all

4 papers · 1 filter

math.OA2021

On $C^{*}$ -norms on $Z_{2}$ -graded tensor products

Vitonofrio Crismale, Stefano Rossi, Paola Zurlo

We systematically investigate $C^{*}$ -norms on the algebraic graded product of $Z_{2}$ -graded $C^{*}$ -algebras. This requires to single out the notion of a compatible norm, that…

math.AP2021

Energetic solutions for the coupling of associative plasticity with damage in geomaterials

Vito Crismale

We prove existence of globally stable quasistatic evolutions, referred to as energetic solutions, for a model proposed by Marigo and Kazymyrenko in 2019. The behaviour of geomateri…

math.PR2021★ 3 cited

Distributions for Nonsymmetric Monotone and Weakly Monotone Position Operators

Vitonofrio Crismale, Maria Elena Griseta, Janusz Wysoczanski

We study the vacuum distribution, under an appropriate scaling, of a family of partial sums of nonsymmetric position operators on weakly monotone and monotone Fock spaces, respecti…

math.AP2021

The variational approach to $s$ -fractional heat flows and the limit cases $s \to 0^{+}$ and $s \to 1^{-}$

Lucia De Luca, Vito Crismale, Andrea Kubin +2

This paper deals with the limit cases for $s$ -fractional heat flows in a cylindrical domain, with homogeneous Dirichlet boundary conditions, as $s \to 0^{+}$ and $s \to 1^{-}$ \,. To this…

On C∗-norms on Z2​-graded tensor products

Energetic solutions for the coupling of associative plasticity with damage in geomaterials

Distributions for Nonsymmetric Monotone and Weakly Monotone Position Operators

The variational approach to s-fractional heat flows and the limit cases s→0+ and s→1−

On $C^{*}$ -norms on $Z_{2}$ -graded tensor products

The variational approach to $s$ -fractional heat flows and the limit cases $s \to 0^{+}$ and $s \to 1^{-}$