Publication 2025 路 Nov
Nuclear Science and Engineering 路 with Politecnico di Torino
The zeta-eigenvalue method finds critical densities and geometries with far fewer criticality searches than conventional iteration. This paper delivers validated Monte Carlo and deterministic implementations 鈥� the core of a research line now spreading through the criticality community.
- 鈥篎ollow-up published in Annals of Nuclear Energy: "Short-cutting critical geometry searches: coordinate perturbations and the zeta-eigenvalue equation" (2026) 鈥� .
- 鈥篍arlier implementation paper presented at M&C25; convergence analysis (with E. Woods) submitted to PHYSOR 2026.
- 鈥篒nvited seminar series "Short-cutting critical searches": University of Wisconsin鈥揗adison and McMaster University (Sep 2025), Reactor Physics Technical Forum 2025 (Oct 2025), and the ANSWERS Seminar 2025 (with E. Woods).
Linked 路 DOI Zeta eigenvalueCriticality