K−-nucleus relativistic mean field potentials consistent with kaonic atoms

Relativistic calculations of pionic and kaonic atoms hyperfine structure

Formation of Kaonic Atoms and Kaonic Nuclei in In-Flight (K, p) Reactions

We theoretically study kaonic atom and kaonic nucleus formation in in-flight (K−, p) reactions for C, O, Si and Ca targets. Deeply bound kaonic atoms were previously predicted to exist as quasi-stable states, and it is expected that they can be observed using certain well-suited experimental methods. Kaonic nuclear states have also been predicted to exist with large decay widths. We evaluate th...

Kaonic Atoms in Qcd

In this talk, I comment on the theoretical and experimental status of kaonic atoms, in particular ¯ Kπ and ¯ Kp bound states.

K-Nuclear Bound States in Relativistic Mean-Field Theory

We have developed the relativistic mean field model to the study of kaonic nuclei. Starting with the Lagrangian for nucleons and (anti)kaon meson, the equations of motion for nucleon field, scalar meson, vector meson and (anti)kaon meson fields are deduced. By self-consistently solving the equations of motion, the K−-nuclear deeply bound states are obtained for the nuclei with A ≥ 8. The K−-nuc...

Spectral Analysis of Relativistic Atoms – Dirac Operators with Singular Potentials

This is the first part of a series of two papers, which investigate spectral properties of Dirac operators with singular potentials. We examine various properties of complex dilated Dirac operators. These operators arise in the investigation of resonances using the method of complex dilations. We generalize the spectral analysis of Weder [50] and Šeba [46] to operators with Coulomb type potenti...