Blog Post number 2
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Short description of portfolio item number 1
Short description of portfolio item number 2 
Published in General Relativity and Gravitation, Springer, 2025
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Published in arXiv (gr-qc), 2026
Recommended citation: Som Dev Bishoyi, Subir Sabharwal, and Gaurav Khanna. (2026). "Source-Driven Tails in Kerr Spacetime: Nonlinear effects in Late-Time Behavior." arXiv:2601.11484 [gr-qc]. https://arxiv.org/pdf/2601.11484
Published in Submitted to SIAM journal of Scientific Computing, 2026
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This talk discusses methods for determining the extremality of Reissner-Nordstrom black holes by analyzing late-time tail behavior at spatial infinity, presented at the APS April Meeting 2024.
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This talk presents techniques for performing long-duration simulations of extreme mass ratio inspirals (EMRIs) using solutions to the Teukolsky equation with singular source terms, presented at the APS April Meeting 2025.
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This talk discusses exact boundary conditions for the Teukolsky equation in the context of scientific machine learning applications to gravitational wave astronomy at the ICERM workshop.
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This talk presents work on exact boundary conditions for the Teukolsky equation, presented at the Prospects in Theoretical Physics workshop at the Institute of Advanced Study.
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This invited talk presents recent developments in understanding scalar and gravitational horizon hair as observable imprints of extremal black holes, discussed at the Extremal Black Holes and Black hole thermodynamics workshop at ICERM.
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This talk presents my recent work on radiation outer boundary conditions for the Bardeen-Press equation. This technique helps us to solve the BP equation in the time domain but with a much smaller computational domain. This helps in producing high resolution simulations efficiently, since we can have $\Delta x$ and $\Delta t$ small. Without this technique, a smaller computational domain would lead to spurious reflections from the outer boundary, which can contaminate the true physical solution.
Graduate course, Department of Mathematics, 2024