A Shadi Tahvildar-Zadeh
Affiliations: | Graduate School - New Brunswick | Rutgers University, New Brunswick, New Brunswick, NJ, United States |
Area:
Mathematics, Theory PhysicsGoogle:
"A Tahvildar-Zadeh"
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Publications
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| Kiessling MKH, Tahvildar-Zadeh AS. (2019) The Einstein-Infeld-Hoffmann legacy in mathematical relativity I: The classical motion of charged point particles International Journal of Modern Physics D. 28: 1930017 |
| Kiessling MK-, Tahvildar-Zadeh AS. (2018) On the quantum-mechanics of a single photon Journal of Mathematical Physics. 59: 112302 |
| Tahvildar-Zadeh AS. (2015) On a zero-gravity limit of the Kerr–Newman spacetimes and their electromagnetic fields Journal of Mathematical Physics. 56: 42501 |
| Tahvildar-Zadeh AS. (2011) On The Static Spacetime Of A Single Point Charge Reviews in Mathematical Physics. 23: 309-346 |
| Burq N, Planchon F, Stalker JG, et al. (2004) Strichartz estimates for the wave and Schroedinger equations with potentials of critical decay Indiana University Mathematics Journal. 53: 1665-1680 |
| Stalker JG, Tahvildar-Zadeh AS. (2004) Scalar waves on a naked-singularity background Classical and Quantum Gravity. 21: 2831-2848 |
| Planchon F, Stalker JG, Tahvildar-Zadeh AS. (2003) Dispersive estimate for the wave equation with the inverse-square potential Discrete and Continuous Dynamical Systems. 9: 1387-1400 |
| Burq N, Planchon F, Stalker JG, et al. (2003) Strichartz estimates for the wave and Schrödinger equations with the inverse-square potential Journal of Functional Analysis. 203: 519-549 |
| Planchon F, Stalker JG, Tahvildar-Zadeh AS. (2002) $L^p$ Estimates for the wave equation with the inverse-square potential Discrete and Continuous Dynamical Systems. 9: 427-442 |
| Shatah J, Tahvildar-Zadeh AS. (1997) On the Stability of Stationary Wave Maps Communications in Mathematical Physics. 185: 231-256 |