01 / Planning & optimization
Representations for efficient algorithms
How can a change of representation simplify an algorithm and expose more parallel computation?
A search procedure that looks sequential in one representation can become a batch of regular operations in another. I study representations of trajectories and search spaces that let a GPU evaluate many alternatives together. The goal is to make the structure of the problem fit the structure of the computation.
This idea connects tensor motion planning, optimal transport for gradient-free optimization, and learned trajectory priors. Completeness and convergence results depend on explicit assumptions; speed alone is not enough.
GTMP · Anytime GTMP · MPOT · MTP · MPD · CLOT · PolyStep · AAC































