Derives a boundary-conditioned transfer theorem in which Bures-Wasserstein substrate boundary transitions induce nonzero inter-spin correlation blocks, primarily in the double-quantum SU(1,1) sector, that are readable via a 45°-gradient-45° NMR block.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
Saturable nonlinearity distorts the bosonic energy spectrum into a bounded, progressively denser ladder that raises maximum stored energy and alters ergotropy under driving and loss compared with linear or Kerr cases.
citing papers explorer
-
Evidence for Bures--Wasserstein Boundary Dynamics in the Living Human Brain
Derives a boundary-conditioned transfer theorem in which Bures-Wasserstein substrate boundary transitions induce nonzero inter-spin correlation blocks, primarily in the double-quantum SU(1,1) sector, that are readable via a 45°-gradient-45° NMR block.
-
Saturable nonlinearities in a driven-dissipative bosonic quantum battery
Saturable nonlinearity distorts the bosonic energy spectrum into a bounded, progressively denser ladder that raises maximum stored energy and alters ergotropy under driving and loss compared with linear or Kerr cases.