Jared Speck

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Person:388778

Available identifiers

zbMath Open speck.jaredWikidataQ83426629 ScholiaQ83426629MaRDI QIDQ388778

List of research outcomes

PublicationDate of PublicationType
The relativistic Euler equations: ESI notes on their geo-analytic structures and implications for shocks in 1D and multi-dimensions2024-01-04Paper
Stable Big Bang formation for Einstein’s equations: The complete sub-critical regime2023-05-05Paper
The emergence of the singular boundary from the crease in $3D$ compressible Euler flow2022-07-14Paper
On the nature of Hawking's incompleteness for the Einstein-vacuum equations: the regime of moderately spatially anisotropic initial data2022-03-29Paper
Rough sound waves in \(3D\) compressible Euler flow with vorticity2022-01-31Paper
The stability of simple plane-symmetric shock formation for 3D compressible Euler flow with vorticity and entropy2021-07-07Paper
The hidden null structure of the compressible Euler equations and a prelude to applications2020-08-28Paper
Remarkable localized integral identities for $3D$ compressible Euler flow and the double-null framework2020-03-05Paper
Stable ODE-type blowup for some quasilinear wave equations with derivative-quadratic nonlinearities2020-02-21Paper
Multidimensional nonlinear geometric optics for transport operators with applications to stable shock formation2019-10-08Paper
A new formulation of the \(3D\) compressible Euler equations with dynamic entropy: remarkable null structures and regularity properties2019-10-07Paper
A priori estimates for solutions to the relativistic Euler equations with a moving vacuum boundary2019-07-10Paper
The relativistic Euler equations: remarkable null structures and regularity properties2019-06-21Paper
The maximal development of near-FLRW data for the Einstein-scalar field system with spatial topology \(\mathbb{S}^3\)2018-11-14Paper
Stable big bang formation in near-FLRW solutions to the Einstein-scalar field and Einstein-stiff fluid systems2018-11-13Paper
Shock formation in solutions to the \(2D\) compressible Euler equations in the presence of non-zero vorticity2018-10-16Paper
Stable shock formation for nearly simple outgoing plane symmetric waves2018-08-16Paper
Shock formation for 2\(D\) quasilinear wave systems featuring multiple speeds: blowup for the fastest wave, with non-trivial interactions up to the singularity2018-08-16Paper
On the nature of Hawking's incompleteness for the Einstein-vacuum equations: The regime of moderately spatially anisotropic initial data2018-04-18Paper
A regime of linear stability for the Einstein-scalar field system with applications to nonlinear Big Bang formation2018-02-21Paper
https://portal.mardi4nfdi.de/entity/Q46032052018-02-19Paper
Finite-time degeneration of hyperbolicity without blowup for quasilinear wave equations2017-09-12Paper
Shock Formation in Small-Data Solutions to 3D Quasilinear Wave Equations2017-01-18Paper
Small-data shock formation in solutions to 3D quasilinear wave equations: An overview2016-04-12Paper
The global future stability of the FLRW solutions to the Dust-Einstein system with a positive cosmological constant2015-06-12Paper
The global stability of the Minkowski spacetime solution to the Einstein-nonlinear system in wave coordinates2014-09-05Paper
The stabilizing effect of spacetime expansion on relativistic fluids with sharp results for the radiation equation of state2014-08-01Paper
The nonlinear stability of the trivial solution to the Maxwell-Born-Infeld system2014-01-14Paper
The nonlinear future stability of the FLRW family of solutions to the irrotational Euler-Einstein system with a positive cosmological constant2014-01-07Paper
The nonlinear future stability of the FLRW family of solutions to the Euler-Einstein system with a positive cosmological constant2012-09-24Paper
Hilbert expansion from the Boltzmann equation to relativistic fluids2011-05-25Paper
THE NON-RELATIVISTIC LIMIT OF THE EULER–NORDSTRÖM SYSTEM WITH COSMOLOGICAL CONSTANT2009-12-22Paper
WELL-POSEDNESS FOR THE EULER–NORDSTRÖM SYSTEM WITH COSMOLOGICAL CONSTANT2009-09-22Paper

Research outcomes over time


Doctoral students

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