Lecture Notes in Physics

to Rigged Hilbert Spaces (RHS).- Comparison between different notions of resonances.- Resonances and semiclassical analysis.- Resonances with a background potential.- On the general inversion problem.- Weyl's theory studies and the one-dimensional almost periodic Schrodinger equation.- A generalization of Rouche's theorem with application to resonances.- Generalization of Muller's variational principle.- Resonance state expansions in nuclear physics.- Mittag-Leffler expansions in nuclear physics.- On the analytical continuation of the partial wave S-matrix using complex scaling techniques.- Calculation of resonant wave functions in nuclear physics.- The use of Gamow functions in nuclear problems.- Resonances as an Eigenvalue problem.- A model for studying time dependent quantum mechanical processes and its application for quasi-stationary states.- Time-dependent dynamics applied to electron transfer.- Semiclassical description of resonances.- Regge poles and atom-molecule diffraction.- Energy shifts and widths in atomic and molecular physics: Multichannel approach.- Two study cases in the calculation of resonances using the multichannel Schrodinger equation.- Multichannel complex scaled Titchmarsh Weyl theory a model for diatomic fragmentation.- On the way to a multiconfiguration treatment of resonance phenomena in atoms.- Resonant states in the microscopic cluster model.- A note on the cluster model and complex scaling.- Complex scaling applied to trapping of atoms and molecules on solid surfaces.- On a theorem for complex symmetric matrices and its relevance in the study of decay phenomena.- Creation of long range order in amorphous condensed systems.- The lertorpet symposium view on a generalized inner product.