References in zbMATH (referenced in 14 articles )

Showing results 1 to 14 of 14.
Sorted by year (citations)

  1. Jhurani, Chetan; Demkowicz, Leszek: Multiscale modeling using goal-oriented adaptivity and numerical homogenization. I: Mathematical formulation and numerical results (2012)
  2. Cecot, Witold: Adaptive FEM analysis of selected elastic-visco-plastic problems (2007)
  3. García-Castillo, Luis E.; Pardo, David; Gómez-Revuelto, Ignacio; Demkowicz, Leszek F.: A two-dimensional self-adaptivehpfinite element method for the characterization of waveguide discontinuities. I: Energy-norm based automatichp-adaptivity (2007)
  4. Demkowicz, L.; Shen, Jie: A few new (?) facts about infinite elements (2006)
  5. Pardo, D.; Demkowicz, L.: Integration of $hp$-adaptivity and a two-grid solver for elliptic problems (2006)
  6. Pasquetti, Richard; Rapetti, Francesca: Spectral element methods on unstructured meshes: comparisons and recent advances (2006)
  7. Pasquetti, Richard; Rapetti, Francesca; Pavarino, Luca; Zampieri, Elena: Neumann-Neumann-Schur complement methods for Fekete spectral elements (2006)
  8. Paszyński, M.; Demkowicz, L.: Parallel, fully automatic hp -adaptive 3D finite element package (2006)
  9. Paszyński, M.; Kurtz, J.; Demkowicz, L.: Parallel, fully automatic $hp$-adaptive $2d$ finite element package (2006)
  10. Demkowicz, L.: Fully automatic $hp$-adaptivity for Maxwell’s equations (2005)
  11. Demkowicz, L.; Bajer, A.: Conservative discretization of contact/impact problems for nearly rigid bodies (2001)
  12. Demkowicz, L.; Monk, P.; Schwab, Ch.; Vardapetyan, L.: Maxwell eigenvalues and discrete compactness in two dimensions (2000)
  13. Demkowicz, L.; Monk, P.; Vardapetyan, L.; Rachowicz, W.: de Rham diagram for $hp$ finite element spaces (2000)
  14. Rachowicz, W.; Demkowicz, L.: An $hp$-adaptive finite element method for electromagnetics. I: Data structure and constrained approximation (2000)