Non-Linear Dynamics and Fundamental Interactions

Nonlinear Dynamics.- Heat conduction in one dimensional systems: Fourier law, chaos, and heat control.- Quantum graphs which sound the same.- Scarred states in strongly coupled quantum systems.- Nonlinear quantum dynamics.- Signatures of quantum chaos in open chaotic billiards.- From quantum graphs to quantum random walks.- Semiclassics and propagation of coherent states for spin-orbit coupling problems.- Lass of inhomogeneously driven dyamical systems: General theory, regular and chaotic properties, applications.- Quantum chaos in floppy molecular systems: The LiCN molecule.- Modern aspects of the three-body Coulomb problems.- Concerning regularities of particle’s motion in the electric and thermoelectric fields with distributed potential.- Theory of relativistic ideal gas for quasi and ordinary particles.- Finite-temperature quantum billiards.- Chaotic dynamics of the relativistic kicked rotor.- The largest Lyapunov exponents for the relativistic hydrogen-like atom in a uniform magnetic field.- Fundamental Interactions.- Thermal field theory: Algebraic aspects and applications to confined systems.- Thermofield dynamics: Generalized Bogoliubov transformations and applications to Casimir effect.- A force from nothing onto nothing: Casimir effect between bubbles in the Fermi sea.- Quantum chaos in QCD and hadrons.- QCD instanton vacuum effective action.- New Casimir energy calculations for single cavities.- Quantum field theory for nonequilibrium phase transitions.- The ? ? ??0 decay in the Chiral model.- Ginzburg Landau theory of superconductivity: Beyond the post Gaussian approximation.- The s-wave ?d scattering length from ?d atom using effective field theory.- Spectra of quarkonia at finite-temperature.- Chaotization of the periodically driven quarkonia.-Quantum chaos at finite temperature.