Pages that link to "Item:Q1758506"
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The following pages link to The genus of a random chord diagram is asymptotically normal (Q1758506):
Displaying 12 items.
- The expected genus of a random chord diagram (Q629824) (← links)
- On a surface formed by randomly gluing together polygonal discs (Q900980) (← links)
- A character approach to directed genus distribution of graphs: the bipartite single-black-vertex case (Q2124630) (← links)
- Large genus asymptotic geometry of random square-tiled surfaces and of random multicurves (Q2172457) (← links)
- Universality for random surfaces in unconstrained genus (Q2327215) (← links)
- Formation of a giant component in the intersection graph of a random chord diagram (Q2396892) (← links)
- On a uniformly random chord diagram and its intersection graph (Q2397541) (← links)
- Another proof of the Harer-Zagier formula (Q2635085) (← links)
- Random surfaces with boundary (Q2665270) (← links)
- A lower bound on the average genus of a 2-bridge knot (Q6056826) (← links)
- Partial-dual genus polynomial as a weight system (Q6590897) (← links)
- The distribution of genera of 2-bridge knots (Q6654952) (← links)
