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Cutoff for high-dimensional curved diffusions - Libres pensées d'un mathématicien ordinaire

This post is inspired from the last part of a recent work [CF] in collaboration with Max Fathi about the cutoff phenomenon for curved diffusions in high dimension. Diffusion. Let ${(X_t)}_{t\geq0}$ be the solution of the stochastic differential equation \[ \mathrm{d}X_t =…



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Cutoff for high-dimensional curved diffusions - Libres pensées d'un mathématicien ordinaire

https://djalil.chafai.net/blog

This post is inspired from the last part of a recent work [CF] in collaboration with Max Fathi about the cutoff phenomenon for curved diffusions in high dimension. Diffusion. Let ${(X_t)}_{t\geq0}$ be the solution of the stochastic differential equation \[ \mathrm{d}X_t =…



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https://djalil.chafai.net/blog

Cutoff for high-dimensional curved diffusions - Libres pensées d'un mathématicien ordinaire

This post is inspired from the last part of a recent work [CF] in collaboration with Max Fathi about the cutoff phenomenon for curved diffusions in high dimension. Diffusion. Let ${(X_t)}_{t\geq0}$ be the solution of the stochastic differential equation \[ \mathrm{d}X_t =…

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      Cutoff for high-dimensional curved diffusions - Libres pensées d'un mathématicien ordinaire
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      This post is inspired from the last part of a recent work [CF] in collaboration with Max Fathi about the cutoff phenomenon for curved diffusions in high dimension. Diffusion. Let ${(X_t)}_{t\geq0}$ be the solution of the stochastic differential equation \[ \mathrm{d}X_t =…
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