Sfoglia per Autore
HIGHER REGULARITY OF SOLUTIONS TO THE SINGULAR p-LAPLACIAN PARABOLIC SYSTEM
2013 Crispo, Francesca; Maremonti, Paolo
On the global regularity for nonlinear systems of the p-Laplacian type
2013 Beirao da Veiga, H; Crispo, Francesca
A note on the existence and uniqueness of time-periodic electro-rheological flows
2014 Crispo, Francesca
On the higher regularity of solutions to the p -Laplacean system in the subquadatic case
2014 Crispo, Francesca; Maremonti, Paolo
A high regularity result of solutions to modified p-Stokes equations
2015 Crispo, Francesca; Maremonti, Paolo
A high regularity result of solutions to a modified p-Navier-Stokes system
2016 Crispo, F; Maremonti, P
On the high regularity of solutions to the p-Laplacian boundary value problem in exterior domains
2016 Crispo, Francesca; Grisanti, C. R.; Maremonti, Paolo
On the spatial asymptotic decay of a suitable weak solution to the Navier–Stokes Cauchy problem
2016 Crispo, Francesca; Maremonti, Paolo
A remark on the partial regularity of a suitable weak solution to the Navier-Stokes Cauchy problem
2017 Crispo, Francesca; Maremonti, Paolo
Electrorheological fluids: Ill posedness of uniqueness backward in time
2018 Abbatiello, A.; Crispo, F.; Maremonti, P.
Global L^r -estimates and regularizing effect for solutions to the p(t,x)-Laplacian systems
2019 Crispo, F.; Maremonti, P.; Ruzicka, M.
Singular p-Laplacian parabolic system in exterior domains: higher regularity of solutions and related properties of extinction and asymptotic behavior in time
2019 Crispo, Francesca; Romano Grisanti, Carlo; Maremonti, Paolo
SOME REMARKS ON THE PARTIAL REGULARITY OF A SUITABLE WEAK SOLUTION TO THE NAVIER–STOKES CAUCHY PROBLEM
2020 Crispo, F.; Maremonti, P.
High regularity of the solution to the singular elliptic p(⋅)-Laplacian system
2020 Crispo, F; Grisanti, C. R.
Some new properties of a suitable weak solution to the Navier-Stokes equations
2021 Crispo, Francesca; Maremonti, Paolo; Romano Grisanti, Carlo
On the uniqueness of a suitable weak solution to the Navier–Stokes Cauchy problem
2021 Crispo, Francesca; Maremonti, Paolo
Navier–stokes Cauchy problem with jv0(X)^2 lying in the Kato class K3
2021 Crispo, F.; Maremonti, P.
Navier–Stokes equations: an analysis of a possible gap to achieve the energy equality
2021 Maremonti, P.; Crispo, F.; Grisanti, C. R.
A new proof of existence in the L^3-setting of solutions to the Navier–Stokes Cauchy problem
2022 Crispo, F.; Maremonti, P.
A survey on some vanishing viscosity limit results
2023 Crispo, Francesca; Beirão da Veiga, Hugo
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