A note on log-concave random graphs (Q2323813)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A note on log-concave random graphs |
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A note on log-concave random graphs (English)
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12 September 2019
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Summary: We establish a threshold for the connectivity of certain random graphs whose (dependent) edges are determined by the uniform distributions on generalized Orlicz balls, crucially using their negative correlation properties. We also show the existence of a unique giant component for such random graphs.
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generalized Orlicz balls
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giant component
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