Publications


ARCADES technical reports, journal and conference papers.

Note that according to the Article 29.2 of the project’s Grant Agreement we must ensure open access to peer-reviewed scientific publications, see also this infograph.

 Author(s)TitleStatus
1I. Emiris, K. Gavriil, and C. KonaxisInterpolation of syzygies for implicit matrix representationsSubmitted
2Yairon Cid RuizBounding the degrees of a minimal μ-basis for a rational surface parametrizationAccepted for publication in JSC
3Ahmed Blidia, Bernard Mourrain and Nelly VillamizarG1-smooth splines on quad meshes with 4-split macro-patch elements. (Preprint)Published
4Georgia Avarikioti, Ioannis Z. Emiris, Loukas Kavouras, Ioannis PsarrosHigh-dimensional approximate r-nets. (Preprint)Published
5I. Emiris, C. Konaxis, S. Kotsireas and C. Laroche Matrix Representations by Means of Interpolation. (Preprint)Published
6 Alvaro Javier Fuentes Suárez and Evelyne Hubert Scaffolding skeletons using spherical Voronoi diagrams. (Preprint)Published
7Yairon Cid RuizA D-module approach on the equations of the Rees algebraAccepted for publication in
J. Commutative Algebra
8Georg Grasegger, Jan Legersky, Josef SchichoGraphs with Flexible Labelings. (Preprint)
Published
9Alvaro Javier Fuentes Suárez and Evelyne HubertConvolution surfaces with varying radius:
Formulae for skeletons made of arcs of circles and line segments
. (Preprint)
Published
10X. Wang, S. Chouliaras, P. Kaklis, A-A. Ginnis, C. Politis, K. KostasWave-Resistance Computation via CFD and IGA-BEM Solvers: A Comparative Study. (Preprint)Published
11Yairon Cid RuizRegularity and Gröbner bases of the Rees algebra of edge ideals of bipartite graphs,
(Preprint)
Published
12E. Bartzos, I. Emiris, J. Legerský, E. TsigaridasOn the maximal number of real embeddings of spatial minimally rigid graphs. (Preprint)Published
13M. Jimenez, C. Müller, H. PottmannDiscretizations of surfaces with constant ratio of principal curvaturesSubmitted
14 Alvaro Javier Fuentes Suárez and Evelyne Hubert Scaffolding skeletons using spherical Voronoi diagrams: feasibility, regularity and symmetry . (Preprint)Published
15Yairon Cid-Ruiz, Sepehr Jafari, Navid Nemati, Beatrice PiconeRegularity of bicyclic Graphs and their powersAccepted for publication in J. Algebra and Its Applications.
16Laurent Busé, Yairon Cid-Ruiz, Carlos D'AndreaDegree and birationality of multi-graded rational mapsSubmitted
17Yairon Cid RuizMultiplicity of the saturated special fiber ring of height two perfect idealsSubmitted
18Konstantinos Gavriil, Alexander Schiftner, Helmut PottmannOptimizing B-spline surfaces for developability and paneling architectural freeform surfacesSubmitted
19Georg Grasegger, Jan Legerský, Josef SchichoGraphs with Flexible Labelings allowing Injective Realizations. (Preprint)Published
20Konstantinos Gavriil, Georg Muntingh, Oliver J. D. BarrowcloughVoid Filling of Digital Elevation Models with Deep Generative Models
Submitted
21Yairon Cid Ruiz, Aron Simis Degree of rational maps via specializationSubmitted
22 Alvaro Javier Fuentes Suárez, Evelyne Hubert, Cédric Zanni Anisotropic convolution surfaces. (Preprint)Accepted for publication
23 Nicolás Botbol, Laurent Busé, Marc Chardin, Fatmanur YildirimFibers of multi-graded rational maps and orthogonal projection onto rational surfacesSubmitted
24Laurent Busé, Clément Laroche, Fatmanur Yildirim Implicitizing rational curves by the method of moving quadrics. (Preprint)Published
25Evangelos Bartzos, Ioannis Z. Emiris, Jan Legerský, Elias TsigaridasOn the maximal number of real embeddings of minimally rigid graphs in R^2, R^3 and S^2 (Preprint)Published
26I. Emiris, C. Konaxis and C. LarocheImplicit representations of high-codimension varieties. (Preprint)Published
27Matteo Gallet, Georg Grasegger, Jan Legerský, Josef SchichoOn the existence of paradoxical motions of generically rigid graphs on the sphereSubmitted

Acknowledgements / EU funding visibility

Any dissemination of results (in any form, including electronic) must:

  1. display the EU emblem and
  2. include the following text:
    • For communication activities: “This project has received funding from the European Union’s
      Horizon 2020 research and innovation programme under the Marie Skłodowska-Curie grant
      agreement No 675789
      ”.
    • For infrastructure, equipment and major results: “This [infrastructure][equipment][insert type
      of result] is part of a project that has received funding from the European Union’s Horizon
      2020 research and innovation programme under the Marie Skłodowska-Curie grant agreement No 675789
      ”.

For more information on how to acknowledge EU funding see the : H2020 online manual