Maria Alberich Carramiñana

Profesora Agregada


Subline:

Perception and Manipulation


E-mail alberich (at) iri.upc.edu

  • Current
  • Archive

As contributor

Publications

  • F. Coltraro, J. Amorós, M. Alberich-Carramiñana and C. Torras. An inextensible model for the robotic manipulation of textiles. Applied Mathematical Modelling, 101: 832-858, 2022.

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  • M. Alberich-Carramiñana, G. Blanco, I. Gálvez Carrillo, M. Garrote-López, E. Miranda (editors). Extended Abstracts GEOMVAP 2019. Volume 15 of Trends in Mathematics-Research Perspectives CRM Barcelona. Springer-Birkhäuser, 2021.

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  • M. Alberich-Carramiñana, J. Àlvarez and V. González. When is a complete ideal in a rational surface singularity a multiplier ideal?. In Extended Abstracts GEOMVAP 2019, 145-151. Springer-Birkhäuser, 2021.

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  • M. Alberich-Carramiñana, J. Amorós and F. Coltraro. Developable surfaces with prescribed boundary. In Extended Abstracts GEOMVAP 2019, 127-132. Springer-Birkhäuser, 2021.

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  • M. Alberich-Carramiñana, P. Almirón, G. Blanco and A. Melle-Hernández. The minimal Tjurina number of irreducible germs of plane curve singularities. Indiana University Mathematics Journal, 70(4): 1211-1220, 2021.

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  • M. Alberich-Carramiñana, A. Ferragut and J. Llibre. Quadratic planar differential systems with algebraic limit cycles via quadratic plane Cremona maps. Advances in Mathematics , 389: 107924, 2021.

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  • M. Alberich-Carramiñana, A. Fernández-Boix, J. Fernández, J. Guàrdia, E. Nart and J. Roé. Of limit key polynomials. Illinois Journal of Mathematics, 65(1): 201-229, 2021.

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  • F. Strazzeri and C. Torras. Configuration space of a textile rectangle. In Geometry, Topology, Algebra, and Applications; Women in Geometry and Topology, 133-137. Springer-Birkhäuser, 2021.

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  • M. Alberich-Carramiñana, J. Àlvarez, F. Dachs and V. González. Multiplicities of jumping points for mixed multiplier ideals. Revista Matematica Complutense, 33(1): 325-348, 2020.

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  • M. Alberich-Carramiñana, J. Àlvarez and G. Blanco. Effective computation of base points of ideals in two-dimensional local rings. Journal of Symbolic Computation, 92: 93-109, 2019.

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