For every fixed 0<κ<8, there is a deterministic Hausdorff gauge that almost surely gives positive finite measure to every nontrivial compact positive-time segment of ordinary chordal SLE_κ.
For every fixed 0<κ<8, there is a deterministic Hausdorff gauge that almost surely gives positive finite measure to every nontrivial compact positive-time segment of ordinary chordal SLE_κ.
For every fixed 0<κ<8, there is a deterministic Hausdorff gauge that almost surely gives positive finite measure to every nontrivial compact positive-time segment of ordinary chordal SLE_κ.
If correct, answers Schramm’s Hausdorff-measure existence question for chordal SLE with 0<κ<8.
Does a deterministic Hausdorff gauge assign positive finite measure to SLE trace segments?
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OpenAI reports a positive finite Hausdorff gauge for SLE traces
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