SLE coordinate changes

By Oded Schramm, David Bruce Wilson. 2005

180 citations recorded by the source corpus.

The purpose of this note is to describe a framework which unifies radial, chordal and dipolar SLE. When the definition of SLE(κ; ρ) is extended to the setting where the force points can be in the interior of the domain, radial SLE(κ) becomes chordal SLE(κ; ρ), with ρ = κ − 6, and vice versa. We also write down the martingales describing the Radon-Nykodim derivative of SLE(κ; ρ1 ,...,ρ n) with respect to SLE(κ).

Subfields: Condensed Matter Physics, Mathematical Physics, Statistical and Nonlinear Physics

View Paper: https://www.semanticscholar.org/paper/01058d4d7b8db8a15d2d9a006c8da65333185a45

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In Condensed Matter Physics

  1. Scott Sheffield
  2. Wendelin Werner
  3. Jason Miller
  4. Dapeng Zhan
  5. Oded Schramm
  6. Yilin Wang
  7. Julien Dubédat
  8. Yuval Peres

In Mathematical Physics

  1. Scott Sheffield
  2. Jason Miller
  3. Oded Schramm
  4. Dapeng Zhan
  5. Wendelin Werner
  6. Julien Dubédat
  7. Yilin Wang
  8. Vincent Beffara

In Statistical and Nonlinear Physics

  1. Scott Sheffield
  2. Jason Miller
  3. Oded Schramm
  4. Wendelin Werner
  5. Yilin Wang
  6. Dapeng Zhan
  7. Yuval Peres
  8. Jean-François Le Gall

Citations in the corpus