FATTORUSSO, Luisa Angela Maria
FATTORUSSO, Luisa Angela Maria
Dipartimento di Ingegneria dell'Informazione, delle Infrastrutture e dell'Energia Sostenibile
"Fully nonlinear elliptic systems: regularity and existences of solutions."
2009-01-01 Fattorusso, Luisa Angela Maria; A., Tarsia
"Sulla differenziabilità delle soluzioni di sistemi parabolici non lineari del secondo ordine ad andamento quadratico
1987-01-01 Fattorusso, Luisa Angela Maria
$scr L^{2,lambda+2}$-regularity of the solutions to nonhomogeneous parabolic systems in divergence form
1992-01-01 Fattorusso, Luisa Angela Maria; G., Idone
A 2D Membrane MEMS Device Model with Fringing Field: Curvature-Dependent Electrostatic Field and Optimal Control
2021-01-01 Di Barba, Paolo; Fattorusso, Luisa Angela Maria; Versaci, Mario
A 2D Non-Linear Second-Order Differential Model for Electrostatic Circular Membrane MEMS Devices: A Result of Existence and Uniqueness
2019-01-01 Di Barba, Paolo; Fattorusso, Luisa Angela Maria; Versaci, Mario
A differentiability result for nonlinear parabolic systems under monotonicity conditions
1990-01-01 Fattorusso, Luisa Angela Maria
A global differentiability results for solutions of non linear elliptic problems with controlled growths
2008-01-01 Fattorusso, Luisa Angela Maria
A global regularity result for some degenerate elliptic systems
2015-01-01 Fattorusso, Luisa Angela Maria; Molica Bisci, G; Tarsia, A
A new contribution to the interior differentiability for nonlinear variational parabolic systems with nonlinearity q greater or equal two
2012-01-01 Fattorusso, Luisa Angela Maria; Marino, M.
A New Mathematical Model for a Membrane MEMS Device
2019-01-01 Fattorusso, Luisa Angela Maria; Versaci, Mario
A New One-Dimensional Electrostatic Model for Membrane MEMS Devices
2018-01-01 Fattorusso, Luisa Angela Maria; Versaci, Mario
Curvature Dependent Electrostatic Field in the Deformable MEMS Device: Stability and Optimal Control
2020-01-01 Di Barba, Paolo; Fattorusso, Luisa Angela Maria; Versaci, Mario
Curvature-dependent electrostatic field as a principle for modelling membrane MEMS device with fringing field
2021-01-01 Di Barba, Paolo; Fattorusso, Luisa Angela Maria; Versaci, Mario
Differentiability of weak solutions of nonlinear second order parabolic systems with quadratic growth and non linearity $qge2$
2005-01-01 Fattorusso, Luisa Angela Maria
Differentiability of weak solutions of nonlinear second order parabolic systems with quadratic growth and with nonlinearity greater than two
2004-01-01 Fattorusso, Luisa Angela Maria
Differentiability of weak solutions of nonlinear second order parabolic systems with quadratic growth and with nonlinearity greater thatn two
2003-01-01 Fattorusso, Luisa Angela Maria
Differenziabilita’ locale per sistemi parabolici non lineari del secondo ordine con non linearita’ q>2”
1992-01-01 Fattorusso, Luisa Angela Maria; Marino, M
Differenziabilità locale per sistemi parabolici non lineari del secondo ordine con non linearità q compresa fra 1 e 2
1993-01-01 Fattorusso, Luisa Angela Maria
Electrostatic Field in Terms of Geometric Curvature in Membrane MEMS Devices
2017-01-01 Di Barba, P; Versaci, Mario; Fattorusso, Luisa Angela Maria
Electrostatic-Elastic MEMS with Fringing Field: A Problem of Global Existence
2022-01-01 Di Barba, Paolo; Fattorusso, Luisa Angela Maria; Versaci, Mario