Contributors
Main developer
Rafael Vázquez from University of Santiago de Compostela (Spain), and formerly at IMATI-CNR (Pavia, Italy) and EPFL (Lausanne, Switzerland).
List of contributors
- Pablo Antolin, Kirchhoff-Love shells.
- Viacheslav Balobanov, Bernoulli-Euler beam, error in H^2 norm.
- Cesare Bracco, admissible refinement for THB-splines, multipatch C1 splines on planar domains and surfaces, hierarchical multipatch C1 splines.
- Andrea Bressan, implementation of SubGrid methods and other contributions for Stokes problem.
- Elena Bulgarello, contributions to the 3D div-conforming splines.
- Massimo Carraturo, contributions to coarsening algorithms for THB-splines.
- Ondine Chanon, contributions to estimators for adaptive methods, and much beta-testing.
- Luca Coradello, contributions to Navier-Stokes and Kirchhoff-Love shells, and reduce memory consumption for THB-splines.
- Jacopo Corno, beta testing and geometry of the Tesla cavity.
- Adriano Côrtes, Nitsche’s method for enforcing Dirichlet conditions with div-conforming splines.
- Luca Dedè, advection-diffusion equation.
- Carlo de Falco, contributions to the design of the code, implementation and maintenance of oct-files, implementation of many low level functions, and constant advice and support.
- Andrea Farahat, multipatch C1 splines on surfaces.
- Sara Frizziero, contributions to the 3D div-conforming splines.
- Eduardo M. Garau, algorithms and implementation of adaptive methods with hierarchical B-splines.
- Giuliano Guarino, imposition of zero rotation for Kirchhoff-Love shells.
- Bernard Kapidani, spaces with periodic conditions, exterior derivative.
- Melina Merkel, fixed memory issues when reading geometry files.
- Monica Montardini, collocation methods, periodic conditions.
- Luca Pegolotti, contributions to Navier-Stokes equations.
- Marco Pingaro, implementation of the bilaplacian and the Kirchhoff-Love plate.
- Alessandro Reali, contributions to the original design of the code.
- Anna Tagliabue, advection-diffusion equation.
- Lorenzo Tamellini, collocation methods.
- Michele Torre, Cahn-Hilliard equations: single patch, C1 multipatch, and adaptive methods.