Jared Krandel is a new KAP who will be starting at UC Davis in January 2025. He graduated from Stony Brook University in Spring 2024 and is spending this Fall as a postdoc at SLMath in Berkeley. Most of his work so far has been in an area of geometric measure theory called quantitative rectifiability. He studies geometric properties of rectifiable curves and surfaces through things like analyst's traveling salesman problems, characterizations of uniform rectifiability, parameterizability problems, and more.
