Sandra Carillo | Ricerc@Sapienza

Pubblicazioni

Titolo	Pubblicato in	Anno
Soliton equations: admitted solutions and invariances via Bäcklund transformations	OPEN COMMUNICATIONS IN NONLINEAR MATHEMATICAL PHYSICS	2024
On Some Nonlocal in Time and Space Parabolic Problem	APPLIED NUMERICAL MATHEMATICS	2024
Materials with memory: some new results in viscoelastic models	Theoretical and Applied Mechanics - AIMETA 2022	2023
The centennial of Becker (1922): recent trends in the modeling and analysis of dissipative, compressible flow phenomena	MECCANICA	2023
Schwarzian derivative, Painlevé XXV–Ermakov equation, and Bäcklund transformations	MATHEMATISCHE NACHRICHTEN	2023
A short note on the Painlev ́e XXV–Ermakov equation	APPLIED MATHEMATICS LETTERS	2022
Economia e Ingegneria. Dinamiche comparate		2022
A Magneto-Viscoelasticity Problem with Aging	MATERIALS	2022
On the structure of isothermal acoustic shocks under classical and artificial viscosity laws: Selected case studies	MECCANICA	2022
Baecklund transformations: a tool to study Abelian and non-Abelian nonlinear evolution equations	proceedings of FASNET conference	2021
Aging and singular problems in thermo-viscoelasticity and magneto- viscoelasticity,	25th International Congress of Theoretical and Applied Mechanics: Abstracts Book	2021
Construction of soliton solutions of the matrix Korteweg-de Vries and modified Korteweg-de Vries equations	Second International Nonlinear Dynamics Conference (NODYCON 2021) BOOK OF ABSTRACTS	2021
Non rectification of heat in graded Si-Ge alloys Abstrac	Second International Nonlinear Dynamics Conference (NODYCON 2021) BOOK OF ABSTRACTS	2021
Magneto-viscoelasticity aging and singular problems in thermo-viscoelasticity and magneto-viscoelasticity	25th International Congress of Theoretical and Applied Mechanics: Abstracts Book	2021
Materials with memory: an overview on admissible kernels in the integro- differential model equations	8th European Congress of Mathematics 20–26 June 2021 • Portorož, Slovenia Book of Abstracts	2021
On the propagation of temperature-rate waves and traveling waves in rigid conductors of the Graffi--Franchi--Straughan type	MATHEMATICS AND COMPUTERS IN SIMULATION	2020
Matrix solitons solutions of the modified korteweg–de vries equation	NODYCON 2019 Springer Proceedings	2020
Magneto-elasticity on the disk	ATTI DELLA ACCADEMIA PELORITANA DEI PERICOLANTI, CLASSE DI SCIENZE FISICHE, MATEMATICHE E NATURALI	2020
The relaxation function in viscoelasticity : classical and non-classical thermodynamically admissible examples	AIMETA 2019 XXIV Conference The Italian Association of Theoretical and Applied Mechanics	2020
Applied Scientific Computing XV: innovative modelling and simulation in sciences	MATHEMATICS AND COMPUTERS IN SIMULATION	2020

Progetti di Ricerca

LINEAR AND NONLINEAR MATHEMATICAL MODELS: ASYMPTOTICS IN MATERIALS WITH MEMORY, BIOSTRUCTURES AND COMPOSITES.
LINEAR AND NONLINEAR MATHEMATICAL MODELS: ASYMPTOTICS IN MATERIALS WITH MEMORY, BIOSTRUCTURES AND COMPOSITES.