Smoothness of Loewner Slits
classification
🧮 math.CV
keywords
betaloewnerslitchordaldifferentialdrivingequationexcept
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In this paper, we show that the chordal Loewner differential equation with $C^{\beta}$ driving function generates a $C^{\beta + 1/2}$ slit for $1/2 < \beta \leq 2$, except when $\beta = 3/2$ the slit is only proved to be weakly $C^{1,1}$.
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