Nonlinear classical Hamiltonian lattices exhibit generic solutions—discrete breathers. They
are time-periodic and (typically exponentially) localized in space. The lattices have discrete …

The current status of the Davydov/Scott model for energy transfer in proteins is reviewed.
After a brief introduction to the theoretical framework and to the basic results, the problems of …

The chemistry and crystal structure of tetravalent cation phosphates, including that of
actinides was reviewed several times until 1985. Later, new compounds were synthesized …

The influences of electromagnetic fields (EMFs) on bio-energy transport and its mechanism
of changes are investigated through analytic and numerical simulation and experimentation …

The vibron dynamics associated to amide-I vibrations in a three-dimensional α-helix is
described according to a generalized Davydov model. The helix is modeled by three spines …

Wave packet dynamics in eight dimensions and for eight coupled “diabatic” states are
discussed in using the multi configuration time-dependent Hartree method. For this purpose …

The amide-I α α-helix protein is a long molecular chain made up of regularly spaced peptide
groups interacting via C= O bonds. According to the current theory the energy released by …

A study of the likelihood of quantum breathers in a quantum Heisenberg spin system
including a Dzyaloshinsky-Moriya interaction (DMI) is done through an extended Bose …

A map of a quantum Heisenberg spin chain into an extended Bose–Hubbard-like
Hamiltonian is set up. Within this framework, the spectrum of the corresponding Bose …

A time-convolutionless master equation is established for describing the amide-I vibrational
energy flow in a lattice of H-bonded peptide units. The dynamics is addressed within the …