Search Results - "Aryan, Shrey"

Stability of Hardy Littlewood Sobolev inequality under bubbling by Aryan, Shrey

“…In this note we will generalize the results deduced in Figalli and Glaudo (Arch Ration Mech Anal 237(1):201–258, 2020) and Deng et al. (Sharp quantitative…”
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Existence of two-solitary waves with logarithmic distance for the nonlinear Klein-Gordon equation by Aryan, Shrey

“…$\newcommand\normt[1]{\left\lVert#1\right\rVert_{L^2}} \newcommand\normo[1]{\left\lVert#1\right\rVert_{H^1}}…”
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Trend to Equilibrium for Flows With Random Diffusion by Aryan, Shrey, Rosenzweig, Matthew, Staffilani, Gigliola

“…Abstract Motivated by the possibility of noise to cure equations of finite-time blowup, the recent work [ 90] by the second and third named authors showed that…”
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The Effect of Wind Velocity on the Cooling Rate of Water by Shrey Aryan

“…The effect of wind velocity on the cooling rate of water was investigated by blowing air horizontally over the surface of water contained in a plastic…”
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Soliton resolution for the energy-critical nonlinear heat equation in the radial case by Aryan, Shrey

“…We establish the Soliton Resolution Conjecture for the radial critical non-linear heat equation in dimension $D\geq 3.$ Thus, every finite energy solution…”
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Stability of Hardy Littlewood Sobolev Inequality under Bubbling by Aryan, Shrey

“…In this note we will generalize the results deduced in arXiv:1905.08203 and arXiv:2103.15360 to fractional Sobolev spaces. In particular we will show that for…”
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Concavity for elliptic and parabolic equations in complex projective space by Aryan, Shrey, Law, Michael B

“…We establish a concavity principle for solutions to elliptic and parabolic equations on complex projective space, generalizing the results of Langford and…”
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Stability of Wu's logarithmic Sobolev inequality via the Poisson-F\"ollmer process by Aryan, Shrey, López-Rivera, Pablo, Shenfeld, Yair

“…We give an alternative proof to Wu's logarithmic Sobolev inequality for the Poisson measure on the nonnegative integers using a stochastic variational formula…”
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Trend to equilibrium for flows with random diffusion by Aryan, Shrey, Rosenzweig, Matthew, Staffilani, Gigliola

“…Motivated by the possibility of noise to cure equations of finite-time blowup, recent work arXiv:2109.09892 by the second and third named authors showed that…”
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