Dapeng Zhan

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20032008

most citedReversibility of chordal SLE

57 citations · 61 across the 5 of their papers we have counts for

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math.PR2008★ 57 cited

Reversibility of chordal SLE

Dapeng Zhan

We prove that the chordal SLE $_{κ}$ trace is reversible for $κ \in (0, 4]$ .

math.PR2008

Reversibility of Some Chordal SLE $(κ; ρ)$ Traces

Dapeng Zhan

We prove that, for $κ \in (0, 4)$ and $ρ \geq (κ - 4) /2$ , the chordal SLE $(κ; ρ)$ trace started from $(0; 0^{+})$ or $(0; 0^{-})$ satisfies the reversibility property. And we obtain the equation…

math.PR2008★ 4 cited

Duality of Chordal SLE, II

Dapeng Zhan

We improve the geometric properties of SLE $(κ; ρ)$ processes derived in an earlier paper, which are then used to obtain more results about the duality of SLE. We find that for $…

math.PR2007

Revesibility of chordal SLE

Dapeng Zhan

We prove that the chordal SLE $_{κ}$ trace is reversible for $κ \in (0, 4]$ .

math.PR2003

Stochastic Loewner evolution in doubly connected domains

Dapeng Zhan

This paper introduces the annulus SLE $_{κ}$ processes in doubly connected domains. Annulus SLE $_{6}$ has the same law as stopped radial SLE $_{6}$ , up to a time-change. For $κ \neq = 6$ , som…

Reversibility of chordal SLE

Reversibility of Some Chordal SLE(κ;ρ) Traces

Duality of Chordal SLE, II

Revesibility of chordal SLE

Stochastic Loewner evolution in doubly connected domains

Reversibility of Some Chordal SLE $(κ; ρ)$ Traces