Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado

Ruben Dario Mendoza-Arenas; Alfredo Sotelo-Pejerrey; Lito Edinson Bocanegra Rodríguez; Hernan Oscar Cortez Gutierrez; Marisol Paola Delgado Baltazar; Jenny Maria Ruiz Salazar; César Angel Durand Gonzales

Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado

Ruben Dario Mendoza-Arenas, Alfredo Sotelo-Pejerrey, Lito Edinson Bocanegra Rodríguez, Hernan Oscar Cortez Gutierrez, Marisol Paola Delgado Baltazar, Jenny Maria Ruiz Salazar, César Angel Durand Gonzales

Producción científica: Libro o Capítulo del libro › Contribución a la conferencia › revisión exhaustiva

Resumen

In this paper we study the long-term dynamics of a Riemannian wave exposed to critical structural forces in the Sobolev sense, where the dissipation region is located in an optimal sense in measure, in particular, the damping region is ε-controllable in measure. The objective is to prove the existence of a global attractor for the semigroup associated to the model.

Título traducido de la contribución	Global Riemannian wave attractors and the optimal measure of localized damping
Idioma original	Español
Título de la publicación alojada	Proceedings of the 21st LACCEI International Multi-Conference for Engineering, Education and Technology
Subtítulo de la publicación alojada	Leadership in Education and Innovation in Engineering in the Framework of Global Transformations: Integration and Alliances for Integral Development, LACCEI 2023
Editores	Maria M. Larrondo Petrie, Jose Texier, Rodolfo Andres Rivas Matta
Editorial	Latin American and Caribbean Consortium of Engineering Institutions
ISBN (versión digital)	9786289520743
Estado	Indizado - 2023
Publicado de forma externa	Sí
Evento	21st LACCEI International Multi-Conference for Engineering, Education and Technology, LACCEI 2023 - Buenos Aires, Argentina Duración: 19 jul. 2023 → 21 jul. 2023

Serie de la publicación

Nombre	Proceedings of the LACCEI international Multi-conference for Engineering, Education and Technology
Volumen	2023-July
ISSN (versión digital)	2414-6390

Conferencia

Conferencia	21st LACCEI International Multi-Conference for Engineering, Education and Technology, LACCEI 2023
País/Territorio	Argentina
Ciudad	Buenos Aires
Período	19/07/23 → 21/07/23

Nota bibliográfica

Publisher Copyright:
© 2023 Latin American and Caribbean Consortium of Engineering Institutions. All rights reserved.

Palabras clave

Global Attractors
Riemannian wave equations
ε-sets controllable in measure

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Mendoza-Arenas, R. D., Sotelo-Pejerrey, A., Rodríguez, L. E. B., Gutierrez, H. O. C., Baltazar, M. P. D., Salazar, J. M. R., & Gonzales, C. A. D. (2023). Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado. En M. M. Larrondo Petrie, J. Texier, & R. A. R. Matta (Eds.), Proceedings of the 21st LACCEI International Multi-Conference for Engineering, Education and Technology: Leadership in Education and Innovation in Engineering in the Framework of Global Transformations: Integration and Alliances for Integral Development, LACCEI 2023 (Proceedings of the LACCEI international Multi-conference for Engineering, Education and Technology; Vol. 2023-July). Latin American and Caribbean Consortium of Engineering Institutions.

Mendoza-Arenas, Ruben Dario ; Sotelo-Pejerrey, Alfredo ; Rodríguez, Lito Edinson Bocanegra et al. / Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado. Proceedings of the 21st LACCEI International Multi-Conference for Engineering, Education and Technology: Leadership in Education and Innovation in Engineering in the Framework of Global Transformations: Integration and Alliances for Integral Development, LACCEI 2023. editor / Maria M. Larrondo Petrie ; Jose Texier ; Rodolfo Andres Rivas Matta. Latin American and Caribbean Consortium of Engineering Institutions, 2023. (Proceedings of the LACCEI international Multi-conference for Engineering, Education and Technology).

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title = "Atractores globales de ondas Riemannianas y la medida {\'o}ptima del amortiguamiento localizado",

abstract = "In this paper we study the long-term dynamics of a Riemannian wave exposed to critical structural forces in the Sobolev sense, where the dissipation region is located in an optimal sense in measure, in particular, the damping region is ε-controllable in measure. The objective is to prove the existence of a global attractor for the semigroup associated to the model.",

keywords = "Global Attractors, Riemannian wave equations, ε-sets controllable in measure",

author = "Mendoza-Arenas, {Ruben Dario} and Alfredo Sotelo-Pejerrey and Rodr{\'i}guez, {Lito Edinson Bocanegra} and Gutierrez, {Hernan Oscar Cortez} and Baltazar, {Marisol Paola Delgado} and Salazar, {Jenny Maria Ruiz} and Gonzales, {C{\'e}sar Angel Durand}",

note = "Publisher Copyright: {\textcopyright} 2023 Latin American and Caribbean Consortium of Engineering Institutions. All rights reserved.; 21st LACCEI International Multi-Conference for Engineering, Education and Technology, LACCEI 2023 ; Conference date: 19-07-2023 Through 21-07-2023",

year = "2023",

language = "Espa{\~n}ol",

series = "Proceedings of the LACCEI international Multi-conference for Engineering, Education and Technology",

publisher = "Latin American and Caribbean Consortium of Engineering Institutions",

editor = "{Larrondo Petrie}, {Maria M.} and Jose Texier and Matta, {Rodolfo Andres Rivas}",

booktitle = "Proceedings of the 21st LACCEI International Multi-Conference for Engineering, Education and Technology",

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Mendoza-Arenas, RD, Sotelo-Pejerrey, A, Rodríguez, LEB, Gutierrez, HOC, Baltazar, MPD, Salazar, JMR & Gonzales, CAD 2023, Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado. En MM Larrondo Petrie, J Texier & RAR Matta (eds.), Proceedings of the 21st LACCEI International Multi-Conference for Engineering, Education and Technology: Leadership in Education and Innovation in Engineering in the Framework of Global Transformations: Integration and Alliances for Integral Development, LACCEI 2023. Proceedings of the LACCEI international Multi-conference for Engineering, Education and Technology, vol. 2023-July, Latin American and Caribbean Consortium of Engineering Institutions, 21st LACCEI International Multi-Conference for Engineering, Education and Technology, LACCEI 2023, Buenos Aires, Argentina, 19/07/23.

Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado. / Mendoza-Arenas, Ruben Dario; Sotelo-Pejerrey, Alfredo; Rodríguez, Lito Edinson Bocanegra et al.
Proceedings of the 21st LACCEI International Multi-Conference for Engineering, Education and Technology: Leadership in Education and Innovation in Engineering in the Framework of Global Transformations: Integration and Alliances for Integral Development, LACCEI 2023. ed. / Maria M. Larrondo Petrie; Jose Texier; Rodolfo Andres Rivas Matta. Latin American and Caribbean Consortium of Engineering Institutions, 2023. (Proceedings of the LACCEI international Multi-conference for Engineering, Education and Technology; Vol. 2023-July).

Producción científica: Libro o Capítulo del libro › Contribución a la conferencia › revisión exhaustiva

TY - GEN

T1 - Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado

AU - Mendoza-Arenas, Ruben Dario

AU - Sotelo-Pejerrey, Alfredo

AU - Rodríguez, Lito Edinson Bocanegra

AU - Gutierrez, Hernan Oscar Cortez

AU - Baltazar, Marisol Paola Delgado

AU - Salazar, Jenny Maria Ruiz

AU - Gonzales, César Angel Durand

PY - 2023

Y1 - 2023

N2 - In this paper we study the long-term dynamics of a Riemannian wave exposed to critical structural forces in the Sobolev sense, where the dissipation region is located in an optimal sense in measure, in particular, the damping region is ε-controllable in measure. The objective is to prove the existence of a global attractor for the semigroup associated to the model.

AB - In this paper we study the long-term dynamics of a Riemannian wave exposed to critical structural forces in the Sobolev sense, where the dissipation region is located in an optimal sense in measure, in particular, the damping region is ε-controllable in measure. The objective is to prove the existence of a global attractor for the semigroup associated to the model.

KW - Global Attractors

KW - Riemannian wave equations

KW - ε-sets controllable in measure

UR - http://www.scopus.com/inward/record.url?scp=85172361352&partnerID=8YFLogxK

M3 - Contribución a la conferencia

AN - SCOPUS:85172361352

T3 - Proceedings of the LACCEI international Multi-conference for Engineering, Education and Technology

BT - Proceedings of the 21st LACCEI International Multi-Conference for Engineering, Education and Technology

A2 - Larrondo Petrie, Maria M.

A2 - Texier, Jose

A2 - Matta, Rodolfo Andres Rivas

PB - Latin American and Caribbean Consortium of Engineering Institutions

T2 - 21st LACCEI International Multi-Conference for Engineering, Education and Technology, LACCEI 2023

Y2 - 19 July 2023 through 21 July 2023

ER -

Mendoza-Arenas RD, Sotelo-Pejerrey A, Rodríguez LEB, Gutierrez HOC, Baltazar MPD, Salazar JMR et al. Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado. En Larrondo Petrie MM, Texier J, Matta RAR, editores, Proceedings of the 21st LACCEI International Multi-Conference for Engineering, Education and Technology: Leadership in Education and Innovation in Engineering in the Framework of Global Transformations: Integration and Alliances for Integral Development, LACCEI 2023. Latin American and Caribbean Consortium of Engineering Institutions. 2023. (Proceedings of the LACCEI international Multi-conference for Engineering, Education and Technology).

Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado

Resumen

Serie de la publicación

Conferencia

Nota bibliográfica

Palabras clave

Huella

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