Omar E. Ortiz
Affiliations: | FAMAF, Universidad Nacional de Córdoba |
Area:
General Relativity, Mathematical PhysicsGoogle:
"Omar Ortiz"Mean distance: (not calculated yet)
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Publications
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| Kozameh C, Ortiz O, Newman E. (2019) Maxwell fields on asymptotically simple space-times. Physical Review. D, Particles and Fields. 42: 503-510 |
| Kreiss H, Ortiz OE, Petersson NA. (2012) Initial-boundary value problems for second order systems of partial differential equations∗ Mathematical Modelling and Numerical Analysis. 46: 559-593 |
| Dain S, Ortiz OE. (2010) Well-posedness, linear perturbations, and mass conservation for the axisymmetric Einstein equations Physical Review D. 81: 44040 |
| Dain S, Ortiz OE. (2009) Numerical evidences for the angular momentum-mass inequality for multiple axially symmetric black holes Physical Review D. 80: 24045 |
| Nagy G, Ortiz OE, Reula OA. (2004) Strongly hyperbolic second order Einstein's evolution equations Physical Review D. 70: 44012 |
| Ortiz OE. (2001) Stability of nonconservative hyperbolic systems and relativistic dissipative fluids Journal of Mathematical Physics. 42: 1426-1442 |
| Kreiss H, Ortiz OE, Reula OA. (1998) Stability of Quasi-linear Hyperbolic Dissipative Systems Journal of Differential Equations. 142: 78-96 |
| Nagy GB, Ortiz OE, Reula OA. (1997) Exponential Decay Rates in Quasi-Linear Hyperbolic Heat Conduction Journal of Non-Equilibrium Thermodynamics. 22: 248-259 |
| Kreiss HO, Nagy GB, Ortiz OE, et al. (1997) Global existence and exponential decay for hyperbolic dissipative relativistic fluid theories Journal of Mathematical Physics. 38: 5272-5279 |
| Nagy GB, Ortiz OE, Reula OA. (1994) The behavior of hyperbolic heat equations' solutions near their parabolic limits Journal of Mathematical Physics. 35: 4334-4356 |