Wang Zhou

most citedSLE curves and natural parametrization

30 citations · 30 across the 2 of their papers we have counts for

collaborators

2 papers

math.PR2024

$S L E_{6}$ and 2-d critical bond percolation on the square lattice

Wang Zhou

Through the rotational invariance of the 2-d critical bond percolation exploration path on the square lattice we express Smirnov's edge parafermionic observable as a sum of two new…

math.PR2010★ 30 cited

SLE curves and natural parametrization

Gregory F. Lawler, Wang Zhou

Developing the theory of two-sided radial and chordal $SLE$ , we prove that the natural parametrization on $SLE_{κ}$ curves is well defined for all $κ < 8$ . Our proof…

SLE6​ and 2-d critical bond percolation on the square lattice

SLE curves and natural parametrization

$S L E_{6}$ and 2-d critical bond percolation on the square lattice