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** Project MTM2014-54141-P **

Publications

Preprints

**List of preprints generated as a result of the research activity developed in the frame of the project.**

- Abánades M., Botana F (2015), "Automatic Computation of Point/curve Bisectors in an Interactive Geometric Environment". (submitted)
- I. Adamou, M. Fioravanti, L. Gonzalez-Vega (2016), "Computing the medial axis for closed planar domains bounded by finitely many segments and conic arcs".
- Alcázar J.G., Díaz Toca G.M., Hermoso C. (2015), "On the Problem of Detecting When Two Implicit Plane Algebraic Curves Are Similar", arXiv:1505.06095.
- Alcázar J.G., Goldman R., Hermoso C. (2016), "Algebraic surfaces invariant under scissor shears". (submitted)
- Alcázar J.G., Goldman R. (2016), "Detecting when an algebraic surface is cylindrical, conical, or a surface of revolution". (submitted)
- Alcázar J.G., Caravantes J. (2016), "On the computation of the straight lines contained in a rational surface", ArXiv 1603.03959
- Alcázar J.G., Hermoso C. (2016), "Recognizing projections of algebraic curves", ArXiv 1603.07500
- Alcázar J.G., Muntingh G., Hermoso C. (2015), "Detecting similarity of rational space curves", arXiv:1512.02620
- Alcázar J.G., Caravantes J., Díaz Toca G.M.(2015), "On the square-freeness of the offset equation to a rational planar curve", arXiv:1509.01036
- Botana F., Kovács Z. (2015), "New tools in GeoGebra offering novel opportunities to teach loci and envelopes".
- S. Belhaj and G.M. Diaz-Toca. "Blind image deconvolution through Bezoutains" (en revisión).
- Belhaj, S., Diaz-Toca, G.M. and Rejeb, H. (2016), "Computing the approximate GCD of several polynomials".
- J. Caravantes, G.-M. Diaz-Toca, M. Fioravanti, L. Gonzalez-Vega, I. Necula (2016), "Computing the topology of plane curve offsets".
- J. Caravantes, G.-M. Diaz-Toca, M. Fioravanti, L. Gonzalez-Vega, I. Necula (2016), "Computing the topology of an arrangement of plane curves".
- Caravantes, J., Díaz Toca, G.M. y Lombardi, H. (2016), "A GCD Algorithm by Values".
- G.M. Diaz-Toca and H. Lombardi. "Calcul matriciel généralisé sur les domaines de Prüfer" (under revision). http://arxiv.org/abs/1508.00345
- L. Gonzalez-Vega (2016). Resultants and subresultants through evaluation: formulae.
- L. Gonzalez-Vega (2016). "Solving p(x,e^x)=0 with p(x,y) a bivariate polynomial in polynomial time".
- L. Gonzalez-Vega (2016). "Solving the separation problem for two ellipsoids involving only the evaluation of six polynomials".
- H. Hoon, J.R. Sendra "Number of common roots and order of the resultant of tropical univariate polynomials"