Zobrazeno 1 - 10
of 325
pro vyhledávání: '"Herranz, F."'
New classes of Lie-Hamilton systems are obtained from the six-dimensional fundamental representation of the symplectic Lie algebra $\mathfrak{sp}(6,\mathbb{R})$. The ansatz is based on a recently proposed procedure for constructing higher-dimensional
Externí odkaz:
http://arxiv.org/abs/2409.18489
Autor:
Addazi, A., Alvarez-Muniz, J., Batista, R. Alves, Amelino-Camelia, G., Antonelli, V., Arzano, M., Asorey, M., Atteia, J. -L., Bahamonde, S., Bajardi, F., Ballesteros, A., Baret, B., Barreiros, D. M., Basilakos, S., Benisty, D., Birnholtz, O., Blanco-Pillado, J. J., Blas, D., Bolmont, J., Boncioli, D., Bosso, P., Calcagni, G., Capozziello, S., Carmona, J. M., Cerci, S., Chernyakova, M., Clesse, S., Coelho, J. A. B., Colak, S. M., Cortes, J. L., Das, S., D'Esposito, V., Demirci, M., Di Luca, M. G., di Matteo, A., Dimitrijevic, D., Djordjevic, G., Prester, D. Dominis, Eichhorn, A., Ellis, J., Escamilla-Rivera, C., Fabiano, G., Franchino-Viñas, S. A., Frassino, A. M., Frattulillo, D., Funk, S., Fuster, A., Gamboa, J., Gent, A., Gergely, L. Á., Giammarchi, M., Giesel, K., Glicenstein, J. -F., Gracia-Bondía, J., Gubitosi, G., Guendelman, E. I., Gutierrez-Sagredo, I., Haegel, L., Heefer, S., Held, A., Herranz, F. J., Hinderer, T., Illana, J. I., Ioannisian, A., Jetzer, P., Joaquim, F. R., Kampert, K. -H., Uysal, A. Karasu, Katori, T., Kazarian, N., Kerszberg, D., Kowalski-Glikman, J., Kuroyanagi, S., Lämmerzahl, C., Said, J. Levi, Liberati, S., Lim, E., Lobo, I. P., López-Moya, M., Luciano, G. G., Manganaro, M., Marcianò, A., Martín-Moruno, P., Martinez, Manel, Martinez, Mario, Martínez-Huerta, H., Martínez-Miravé, P., Masip, M., Mattingly, D., Mavromatos, N., Mazumdar, A., Méndez, F., Mercati, F., Micanovic, S., Mielczarek, J., Miller, A. L., Milosevic, M., Minic, D., Miramonti, L., Mitsou, V. A., Moniz, P., Mukherjee, S., Nardini, G., Navas, S., Niechciol, M., Nielsen, A. B., Obers, N. A., Oikonomou, F., Oriti, D., Paganini, C. F., Palomares-Ruiz, S., Pasechnik, R., Heros, C. Pérez de los, Pfeifer, C., Pieroni, M. P., Piran, T., Platania, A., Rastgoo, S., Relancio, J. J., Reyes, M. A., Ricciardone, A., Risse, M., Frias, M. D. Rodriguez, Rosati, G., Rubiera-Garcia, D., Sahlmann, H., Sakellariadou, M., Salamida, F., Saridakis, E. N., Satunin, P., Schiffer, M., Schüssler, F., Sigl, G., Sitarek, J., Peracaula, J. Solà, Sopuerta, C. F., Sotiriou, T. P., Spurio, M., Staicova, D., Stergioulas, N., Stoica, S., Strišković, J., Stuttard, T., Cerci, D. Sunar, Tavakoli, Y., Ternes, C. A., Terzić, T., Thiemann, T., Tinyakov, P., Torri, M. D. C., Tórtola, M., Trimarelli, C., Trześniewski, T., Tureanu, A., Urban, F. R., Vagenas, E. C., Vernieri, D., Vitagliano, V., Wallet, J. -C., Zornoza, J. D.
Publikováno v:
Progress in Particle and Nuclear Physics, Volume 125, July 2022, 103948
The exploration of the universe has recently entered a new era thanks to the multi-messenger paradigm, characterized by a continuous increase in the quantity and quality of experimental data that is obtained by the detection of the various cosmic mes
Externí odkaz:
http://arxiv.org/abs/2111.05659
Publikováno v:
Physics Letters B 773 (2017) pp. 47-53
We bring the concept that quantum symmetries describe theories with nontrivial momentum space properties one step further, looking at quantum symmetries of spacetime in presence of a nonvanishing cosmological constant $\Lambda$. In particular, the mo
Externí odkaz:
http://arxiv.org/abs/1707.09600
Publikováno v:
J. Phys.: Conf. Ser. 880 (2017) 012023
Noncommutative spacetimes are widely believed to model some properties of the quantum structure of spacetime at the Planck regime. In this contribution the construction of (anti-)de Sitter noncommutative spacetimes obtained through quantum groups is
Externí odkaz:
http://arxiv.org/abs/1702.04704
Autor:
Díez-Villares S, Pellico J, Gómez-Lado N, Grijalvo S, Alijas S, Eritja R, Herranz F, Aguiar P, de la Fuente M
Publikováno v:
International Journal of Nanomedicine, Vol Volume 16, Pp 5923-5935 (2021)
Sandra Díez-Villares,1– 3 Juan Pellico,4,5 Noemí Gómez-Lado,6 Santiago Grijalvo,7,8 Sandra Alijas,1 Ramon Eritja,7,8 Fernando Herranz,5,9 Pablo Aguiar,6 María de la Fuente1,2 1Nano-Oncology and Translational Therapeutics group, Health Research
Externí odkaz:
https://doaj.org/article/13bd1b619ef348bab5d9fc45de8d2013
Autor:
Pórtela, P., Blanco, E., González, J.A., Baena, V., Morales, P., Villavicencio, H., Palou, J., Loizaga, A., Ciudin, A., Mihai, D., Martínez Jabaloyas, J.M., Castelló, A., Díez, N., Romero, F.J., Subirá, J., Chávez, A.I., Capapé, V., Mata, M., Elizalde, J., Lobato, J.J., Jiménez, J., Pérez Llorca, L., Tenza, J.A., Herranz, F., Husillos, A., López, E., Ramírez, D., Blaha, I., Izquierdo, E., Reina, L., Passas, J., Díez, L., Hevia, M.A., Castells, M., Concepción Masip, T., Plata, A.C., Asuar Aydillo, S., Alonso, J., Mateos, J., Carballido, J., Martínez, C., Areche, J., Rodríguez, R., Hevia, V., Álvarez, S., Requena, M.J., Prieto, R., Carazo, J.L., Márquez, J., Gómez, E., García, J.H., Amón, J., Cepeda, M., Álvarez, L., Rodríguez, V., de la Cruz, B., Rivero, A., Sánchez, J.F., Mainez, J.A., Medina, R., Conde, M., Castiñeiras, J., González Baena, A.C., Sánchez, E., Campanario, R., Saiz, R., Romero, E., Morote, J., Raventós, C.X., Celma, A., Vázquez, F., Gómez, A., Buendía, E., García, N., Garcia-Rodriguez, J., Fernandez-Gomez, J.M., Cozar, J.M., Miñana, B., Gomez-Veiga, F., Rodriguez-Antolin, A.
Publikováno v:
In Actas Urológicas Españolas (English Edition) April 2020 44(3):156-163
Publikováno v:
Dynamical Systems, Differential Equations and Applications. AIMS Proceedings, 2015, pp. 605-614
A Lie system is a system of differential equations describing the integral curves of a $t$-dependent vector field taking values in a finite-dimensional real Lie algebra of vector fields, a Vessiot-Guldberg Lie algebra. We define and analyze Lie syste
Externí odkaz:
http://arxiv.org/abs/1412.0300
Publikováno v:
J. Phys. A: Math. Theor. 48, 345202 (2015)
A Lie-Hamilton system is a nonautonomous system of first-order ordinary differential equations describing the integral curves of a $t$-dependent vector field taking values in a finite-dimensional real Lie algebra of Hamiltonian vector fields with res
Externí odkaz:
http://arxiv.org/abs/1410.7336
Publikováno v:
Appl. Math. Comput. 273 (2016) 435-452
A {\it Lie system} is a nonautonomous system of first-order differential equations admitting a {\it superposition rule}, i.e., a map expressing its general solution in terms of a generic family of particular solutions and some constants. Using that a
Externí odkaz:
http://arxiv.org/abs/1404.2740
Publikováno v:
J. Differential Equations 258 (2015) 2873-2907
We study Lie-Hamilton systems on the plane, i.e. systems of first-order differential equations describing the integral curves of a $t$-dependent vector field taking values in a finite-dimensional real Lie algebra of planar Hamiltonian vector fields w
Externí odkaz:
http://arxiv.org/abs/1311.0792