NombreCepedello Boiso, Manuel
DepartamentoAnálisis Matemático
Área de conocimientoAnálisis Matemático
Categoría profesionalProfesor Titular de Universidad
Correo electrónicoSolicitar
         
  • Nº publicaciones

    6

  • Nº visitas

    851

  • Nº descargas

    1000


 

Capítulo de Libro
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Refined size estimates for Furstenberg sets via Hausdorff measures: a survey of some recent results

Rela, Ezequiel; Cepedello Boiso, Manuel; Hedenmalm, Håkan; Kaashoek, Marinus A.; Montes Rodríguez, Alfonso; Treil, Sergei (Springer, 2014)
In this survey we collect and discuss some recent results on the so called “Furstenberg set problem”, which in its classical ...
Artículo
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Uniform approximation of continuous mappings by smooth mappings with no critical points on Hilbert manifolds

Azagra Rueda, Daniel; Cepedello Boiso, Manuel (Duke University Press, 2004)
We prove that every continuous mapping from a separable infinitedimensional Hilbert space X into R m can be uniformly ...
Artículo
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Smooth Lipschitz retractions of starlike bodies onto their boundaries in infinite-dimensional Banach spaces

Azagra Rueda, Daniel; Cepedello Boiso, Manuel (London Mathematical Society, 2001)
Let X be an infinite-dimensional Banach space and let A be a Cp Lipschitz bounded starlike body (for instance the unit ...
Ponencia
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Uniform approximation of continuous functions by smooth functions with no critical points on Hilbert manifolds

Azagra Rueda, Daniel; Cepedello Boiso, Manuel (2001)
We prove that every continuous function on a separable infinitedimensional Hilbert space X can be uniformly approximated ...
Artículo
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Approximation of Lipschitz functions by Δ-convex functions in banach spaces

Cepedello Boiso, Manuel (Springer, 1998)
In this paper we give some results about the approximation of a Lipschitz function on a Banach space by means of ∆-convex ...
Artículo
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On regularization in superreflexive Banach spaces by infimal convolution formulas

Cepedello Boiso, Manuel (Polish Academy of Sciences, Institute of Mathematics, 1998)
We present here a new method for approximating functions defined on superreflexive Banach spaces by differentiable functions ...