Francisco J. Herranz

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Angel BallesterosDepartment of Physics, University of Burgos (Spain)Verified email at ubu.es
Mariano SantanderProfesor de Física, Universidad de ValladolidVerified email at uva.es
Orlando RagniscoProfessore di Fisica Teorica e Metodi Matematici, Roma Tre University (retired)Verified email at fis.uniroma3.it
Mariano A del OlmoDpto. de Física Teórica, Universidad de ValladolidVerified email at uva.es
Alberto EncisoInstituto de Ciencias Matemáticas, MadridVerified email at icmat.es
Ivan Gutierrez-SagredoUniversidad de BurgosVerified email at ubu.es
Alfonso BlascoDepartamento de Física, Universidad de BurgosVerified email at ubu.es
Javier de Lucas AraujoDepartment of Mathematical Methods in Physics. University of WarsawVerified email at fuw.edu.pl
Fabio MussoPhysics Department, Roma TRE UniversityVerified email at ubu.es
Preeti ParasharProfessor in Physics and Applied Mathematics Unit, Indian Statistical Institute, KolkataVerified email at isical.ac.in
Javier NegroProfessor of Physics, Universidad de ValladolidVerified email at fta.uva.es
Giulia GubitosiUniversità di Napoli "Federico II"Verified email at unina.it
Cristina SardonUniversidad Politécnica de MadridVerified email at upm.es
Pedro NaranjoPost-doctoral Fellow, University of BurgosVerified email at ubu.es
Osvaldo CivitareseDepartment of Physics. "Universidad Nacional de La Plata"University of La Plata. ArgentinaVerified email at fisica.unlp.edu.ar
marta reboiroDpt. of Physics. UNLP-IFLP. CONICETVerified email at fisica.unlp.edu.ar
José F. CariñenaEmeritus Professor of Theoretical PhysicsVerified email at unizar.es
Luis M. NietoDepartamento de Fisica Teorica, Atómica y Óptica. Universidad de Valladolid, SpainVerified email at uva.es
J.A. de AzcarragaValencia University and IFIC (CSIC-UV)Verified email at ific.uv.es
Marc de MontignyVerified email at ualberta.ca

Francisco J. Herranz

Department of Physics, University of Burgos (Spain)

Verified email at ubu.es - Homepage

mathematical physics quantum groups integrable systems noncommutative geometry quantum gravity


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Quantum gravity phenomenology at the dawn of the multi-messenger era—A review A Addazi, J Alvarez-Muniz, RA Batista, G Amelino-Camelia, V Antonelli, ... Progress in Particle and Nuclear Physics 125, 103948, 2022	487	2022
Quantum structure of the motion groups of the two-dimensional Cayley-Klein geometries A Ballesteros, FJ Herranz, MA Del Olmo, M Santander Journal of Physics A: Mathematical and General 26 (21), 5801, 1993	107	1993
A new “null-plane” quantum Poincaré algebra A Ballesteros, FJ Herranz, MA Del Olmo, M Santander Physics Letters B 351 (1-3), 137-145, 1995	103	1995
Trigonometry of spacetimes: a newself-dual approach to a curvature/signature (in) dependent trigonometry FJ Herranz, R Ortega, M Santander Journal of Physics A: Mathematical and General 33 (24), 4525, 2000	88	2000
Quantum mechanics on spaces of nonconstant curvature: the oscillator problem and superintegrability Á Ballesteros, A Enciso, FJ Herranz, O Ragnisco, D Riglioni Annals of Physics 326 (8), 2053-2073, 2011	83	2011
Superintegrability on N-dimensional curved spaces: Central potentials, centrifugal terms and monopoles Á Ballesteros, A Enciso, FJ Herranz, O Ragnisco Annals of Physics 324 (6), 1219-1233, 2009	78	2009
Lie bialgebra contractions and quantum deformations of quasi‐orthogonal algebras A Ballesteros, NA Gromov, FJ Herranz, MA Del Olmo, M Santander Journal of Mathematical Physics 36 (10), 5916-5937, 1995	78	1995
Universal integrals for superintegrable systems on N-dimensional spaces of constant curvature A Ballesteros, FJ Herranz Journal of Physics A: Mathematical and Theoretical 40 (2), F51, 2006	76	2006
Maximal superintegrability on N-dimensional curved spaces A Ballesteros, FJ Herranz, M Santander, T Sanz-Gil Journal of Physics A: Mathematical and General 36 (7), L93, 2003	74	2003
Superintegrability on three-dimensional Riemannian and relativistic spaces of constant curvature FJ Herranz, Á Ballesteros SIGMA. Symmetry, Integrability and Geometry: Methods and Applications 2, 010, 2006	72	2006
Conformal symmetries of spacetimes FJ Herranz, M Santander Journal of Physics A: Mathematical and General 35 (31), 6601, 2002	71	2002
Four‐dimensional quantum affine algebras and space–time q‐symmetries A Ballesteros, FJ Herranz, MA Del Olmo, M Santander Journal of Mathematical Physics 35 (9), 4928-4940, 1994	67	1994
Quantum (2+ 1) kinematical algebras: a global approach A Ballesteros, FJ Herranz, MA Del Olmo, M Santander Journal of Physics A: Mathematical and General 27 (4), 1283, 1994	67	1994
Hamiltonian systems admitting a Runge–Lenz vector and an optimal extension of Bertrand’s theorem to curved manifolds A Ballesteros, A Enciso, FJ Herranz, O Ragnisco Communications in Mathematical Physics 290, 1033-1049, 2009	64	2009
Maximal superintegrability of the generalized Kepler–Coulomb system on N-dimensional curved spaces Á Ballesteros, FJ Herranz Journal of Physics A: Mathematical and Theoretical 42 (24), 245203, 2009	64	2009
Universal R-matrix for non-standard quantum A Ballesteros, FJ Herranz Journal of Physics A: Mathematical and General 29 (13), L311, 1996	64	1996
A maximally superintegrable system on an n-dimensional space of nonconstant curvature A Ballesteros, A Enciso, FJ Herranz, O Ragnisco Physica D: Nonlinear Phenomena 237 (4), 505-509, 2008	62	2008
A non-commutative Minkowskian spacetime from a quantum AdS algebra A Ballesteros, NR Bruno, FJ Herranz Physics Letters B 574 (3-4), 276-282, 2003	60	2003
Lie–Hamilton systems on the plane: properties, classification and applications A Ballesteros, A Blasco, FJ Herranz, J de Lucas, C Sardón Journal of Differential Equations 258 (8), 2873-2907, 2015	59	2015
From constants of motion to superposition rules for Lie–Hamilton systems A Ballesteros, JF Carinena, FJ Herranz, J de Lucas, C Sardón Journal of Physics A: Mathematical and Theoretical 46 (28), 285203, 2013	54	2013

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