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Sign in to add traineeMiguel Ángel Aloy | grad student | Universitat de València | |
Isabel Cordero-Carrión | grad student | ||
José Antonio Font | grad student | Universitat de Valencia (Spain) | |
José María Martí | grad student | (Physics Tree) | |
Juan Antonio Miralles | grad student | ||
Manel Perucho | grad student | Universitat de València (Physics Tree) | |
Vicent Quilis | grad student | ||
José Vicente Romero | grad student |
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Publications
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Aloy MA, Ibáñez JM, Sanchis-Gual N, et al. (2019) Neutron star collapse and gravitational waves with a non-convex equation of state Monthly Notices of the Royal Astronomical Society. 484: 4980-5008 |
Marquina A, Serna S, Ibáñez JM. (2019) Capturing Composite Waves in Non-convex Special Relativistic Hydrodynamics Journal of Scientific Computing. 81: 2132-2161 |
Torres-Forné A, Cuoco E, Marquina A, et al. (2018) Total-variation methods for gravitational-wave denoising: performance tests on Advanced LIGO data Physical Review D. 98: 84013 |
Torres-Forné A, Marquina A, Font JA, et al. (2016) Denoising of gravitational wave signals via dictionary learning algorithms Physical Review D. 94: 124040 |
Torres A, Marquina A, Font JA, et al. (2014) Total-variation-based methods for gravitational wave denoising Physical Review D. 90: 84029 |
Ibáñez JM, Cordero-Carrión I, Martí JM, et al. (2013) On the convexity of relativistic hydrodynamics Classical and Quantum Gravity. 30: 1-8 |
Cordero-Carrión I, Cerdá-Durán P, Ibáñez JM. (2012) Gravitational waves in dynamical spacetimes with matter content in the fully constrained formulation Physical Review D. 85: 1-18 |
Ibáñez JM, Cordero-Carrión I, Miralles JA. (2012) On numerical relativistic hydrodynamics and barotropic equations of state Classical and Quantum Gravity. 29: 157001 |
Cordero-Carrión I, Ibáñez JM, Morales-Lladosa JA. (2011) Maximal slicings in spherical symmetry: Local existence and construction Journal of Mathematical Physics. 52: 112501 |
Cordero-Carrión I, Ibáñez JM, Gourgoulhon E, et al. (2008) Mathematical issues in a fully constrained formulation of the Einstein equations Physical Review D. 77: 84007 |