Research Grants

• Abstract

  We will study soliton solutions of dynamical systems modeled by some classes of differential equations like the nonlinear vector Schrodinger equation, Boussinesq equation, Gross-Pitaevsky equation and theirs generalizations in higher spatial dimensions using analytical and numerical methods and algorithms. (AU)

  Localized Solutions of Soliton Supporting Dynamical Systems, AV.EXT

• Abstract

  Symbionts are organisms living in association with other organisms, and are usually microorganisms transmitted either vertically to the next generation, or horizontally within and among species. They are providing several benefits for their hosts. After in important research effort, effects of symbionts on their hosts is still not fully understood, especially in terms of temporal and spat…

  Spatial and temporal dynamics of host-symbiont interactions in insects: Toward improving biological control programs against crop pests, AV.EXT

• Abstract

  The aim of this project is to study the quark-gluon vertex in QCD combining continuum techniques, that take into account the constraints due to the Slavnov-Taylor identities to solve the Dyson-Schwinger equations, and the available lattice QCD results for the quark-gluon vertex, the propagators and three gluon vertex. Issues as the momentum dependence of the various vertex form factors an…

  Non-perturbative QCD and QED vertices from first principles: combining continuum methods with lattice results, AV.EXT

(Only some records are available in English at this moment)