Analysis of zero modes for Dirac operators with magnetic links
Analysis of zero modes for Dirac operators with magnetic links is a scholarly work by Jan Philip Solovej, published in 2018 in ''Journal of Functional Analysis''. The main subjects of the publication include mathematics, kernel, Dirac, Dirac operator, mathematical analysis, zero, Dirac measure, mathematical physics, spectral theory, flow, quaternionic analysis, operon, fractional Fourier transform, magnetic field, physics, Dirac algebra, Clifford analysis, pure mathematics, and operator theory. The authors then proceed to prove that under certain assumptions, the spectral flow of paths along these operators is the same in both the smooth and the singular case.