Fields: Control Engineering, Medicine, Oncology
Speculative analogy: Hamilton-Jacobi-Bellman control equations provide a principled backbone for adaptive radiotherapy scheduling....
Fields: Mathematics, Medicine, Oncology, Computational Biology, Topology
Nicolau et al. (2011) applied the Mapper algorithm (Singh, Mémoli & Carlsson 2007) — which builds a topological skeleton of a point cloud in high-dimensional space — to a breast cancer microarray data...
Fields: Medical Physics, Radiation Biology, Oncology, Nuclear Physics, Quantum Electrodynamics
The Bethe-Bloch formula (Bethe 1930, Bloch 1933) gives the mean energy loss per unit path length for a charged particle traversing matter: -dE/dx = (4πe⁴z²N_A Z)/(m_e v² A) × [ln(2m_e v²/I) - ln(1-β...
Fields: Oncology, Statistical Physics, Network Science
When a tumor's blood-supply network is disrupted below its percolation threshold, large-scale connectivity collapses and nutrient delivery fails — the same phase transition that physicists use to mode...
Fields: Statistical Physics, Oncology, Mathematics
Speculative analogy: Kramers-Moyal moment expansions can transfer from stochastic physics to tumor phenotype transition models....
Fields: Stochastic Processes, Oncology, Control Engineering
Speculative analogy: Markov jump process control can transfer from stochastic systems engineering to cell-state switching therapy design....
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Generated 2026-05-10 · USDR Dashboard