• C3019 Cálculo estocástico en dimensión infinita (Stochastic calculus in infinite dimensional spaces)

    Our main goal is to develop a theory of stochastic integration with respect to cylindrical martingalevalued measures defined on Banach spaces.

  • C1012 Operadores discretos en análisis armónico (Discrete operators in harmonic analysis)

    The main objective is to establish sparse bilinear bounds for singular integral operators in a discrete setting, with the purpose of obtaining more general vector valued inequalities and weighted L^p estimates.

  • C2132 Procesos cilíndricos y ecuaciones diferenciales estocásticas (Cylindrical stochastic processes and stochastic differential equations)

    In this project we study properties of cylindrical stochastic processes, stochastic integrals and stochastic partial differential equations driven by these cylindrical stochastic processes, mainly in the context of duals of nuclear spaces.

  • C3019 Cálculo estocástico en dimensión infinita (Stochastic calculus in infinite dimensional spaces)

    Our main goal is to develop a theory of stochastic integration with respect to cylindrical martingalevalued measures defined on Banach spaces.

  • C1012 Operadores discretos en análisis armónico (Discrete operators in harmonic analysis)

    The main objective is to establish sparse bilinear bounds for singular integral operators in a discrete setting, with the purpose of obtaining more general vector valued inequalities and weighted L^p estimates.

  • C2132 Procesos cilíndricos y ecuaciones diferenciales estocásticas (Cylindrical stochastic processes and stochastic differential equations)

    In this project we study properties of cylindrical stochastic processes, stochastic integrals and stochastic partial differential equations driven by these cylindrical stochastic processes, mainly in the context of duals of nuclear spaces.