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- W2515359136 abstract "In this note we consider a multi-slit Loewner equation with constant coefficients that describes the growth of multiple SLE curves connecting $N$ points on $mathbb{R}$ to infinity within the upper half-plane. For every $Ninmathbb{N}$, this equation provides a measure valued process $tmapsto {alpha_{N,t}},$ and we are interested in the limit behaviour as $Ntoinfty.$ We prove tightness of the sequence ${alpha_{N,t}}_{Ninmathbb{N}}$ under certain assumptions and address some further problems." @default.
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- W2515359136 date "2016-08-14" @default.
- W2515359136 modified "2023-09-27" @default.
- W2515359136 title "Tightness results for infinite-slit limits of the chordal Loewner equation" @default.
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