Rodrigo Fresneda

• International Workshop on Operator Theory and its Applications, AR.EXT
• 7th International Workshop on New challenges in Quantum Mechanics: Integrability and Supersymmetry, AR.EXT
• XXVI International Fall Workshop on Geometry and Physics, AR.EXT

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

• Abstract

  This project considers the problem of the self-adjointness of the D'Alembert operator for the Schwarzschild-anti de Sitter operator, and its relation to the dynamics of scalar fields in that geometry.

  Scalar field dynamics in Schwarzschild-anti de Sitter geometry, BP.IC

• Abstract

  In this project we will apply the pseudo-classical model for the Weyl particle to the problem of the chiral magnetic effect. The central idea is to introduce the Berry curvature, so that one can represent classically the chiral anomaly of quantum field theory. We hope to obtain an evolution equation for the one-particle distribution function which generalizes previous approaches.

  The pseudoclassical mechanics of the chiral magnetic effect, BP.IC

• Abstract

  The Hamilton-Jacobi formalism of classical mechanics has always occupied a marginal role in celebrated presentations of classical mechanics. However, since the works of C. Caratheodory, the Hamilton-Jacobi formalism has gained greater prominence, even though it has never been central in quantization problems. In the project we shall revisit the Hamilton-Jacobi formalism in classical mecha…

  Hamilton-Jacobi theory for constrained systems, BP.IC

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