
Why an Immortal Branching Path Keeps Returning to the Minimum
A branching population seems to crowd its immortal lineage out of the minimum. A new theorem finds it returning, with reproduction setting the rhythm.

A branching population seems to crowd its immortal lineage out of the minimum. A new theorem finds it returning, with reproduction setting the rhythm.

On a random hyperbolic tessellation, each walk’s endpoint law hides on a zero-measure set—even though averaging landscapes gives a uniform boundary.