Journal Articles

Both preprints come with open code and data on Zenodo.

1. 2026
   On the Structure of Radical Towers and their Parametrizations J. Sendra-Arranz, J. R. Sendra, J. Sendra · arXiv:2610.20404 · Zenodo data
2. 2026
   Effective computation of Moore-Penrose inverses over fields of rational functions by specializations J. Sendra · arXiv:2610.08676 · Zenodo code

1. 2026
   On the maximal spread of symmetric Bohemian matricesAccepted N. J. Calkin, R. M. Corless, L. González-Vega, J. R. Sendra, J. Sendra · IMA Journal of Numerical Analysis · DOI
2. 2026
   Exploring the affine geometry of outer inverses through computational experiments J. Sendra · Maple Transactions 6(1), Article 24189 · DOI
3. 2024
   The challenge of the characteristic height of Bohemian matrices: experiments with Maple and open problems J. Sendra · Maple Transactions 4(4) · DOI
4. 2023
   Symbolic treatment of trigonometric parametrizations: the general unirational case and applications A. Lastra, J. R. Sendra, J. Sendra · Communications in Mathematics and Statistics · DOI
5. 2022
   Inner Bohemian inverses E. Y. S. Chan, R. M. Corless, L. González-Vega, J. R. Sendra, J. Sendra · Applied Mathematics and Computation 421, 126945 · DOI
6. 2021
   Representations and symbolic computation of generalized inverses over fields P. S. Stanimirović, M. Ćirić, J. R. Sendra, A. Lastra, J. Sendra · Applied Mathematics and Computation 406, 126287 · DOI
7. 2021
   Computing tensor generalized inverses via specialization and rationalization P. S. Stanimirović, R. Behera, J. K. Sahoo, D. Mosić, J. R. Sendra, J. Sendra, A. Lastra · RACSAM 115, 116 · DOI
8. 2020
   Upper Hessenberg and Toeplitz Bohemians E. Y. S. Chan, R. M. Corless, L. González-Vega, J. R. Sendra, J. Sendra, E. Thornton · Linear Algebra and its Applications 601, 72–100 · DOI
9. 2020
   Moore–Penrose approach in the Hough transform framework M. C. Beltrametti, J. Sendra, L. M. Torrente · Applied Mathematics and Computation 375, 125083 · DOI
10. 2019
    Algebraic linearizations of matrix polynomials E. Y. S. Chan, R. M. Corless, L. González-Vega, J. R. Sendra, J. Sendra · Linear Algebra and its Applications 563, 373–399 · DOI
11. 2018
    Cissoid constructions of augmented rational ruled surfaces J. R. Sendra, M. Peternell, J. Sendra · Computer Aided Geometric Design 60, 1–9 · DOI
12. 2017
    Computation of Moore–Penrose generalized inverses of matrices with meromorphic function entries J. R. Sendra, J. Sendra · Applied Mathematics and Computation 313, 355–366 · DOI
13. 2017
    Design and implementation of Maple packages for processing offsets and conchoids J. Sendra, D. Gómez Sánchez-Pascuala, V. Morán · Annals of Mathematics and Artificial Intelligence 80(1), 47–64 · DOI
14. 2016
    Symbolic computation of Drazin inverses by specializations J. R. Sendra, J. Sendra · Journal of Computational and Applied Mathematics 301, 201–212 · DOI
15. 2015
    Gröbner basis computation of Drazin inverses with multivariate rational function entries J. Sendra, J. R. Sendra · Applied Mathematics and Computation 259, 450–459 · DOI
16. 2015
    Offsets, conchoids and pedal surfaces M. Peternell, L. Gotthart, J. Sendra, J. R. Sendra · Journal of Geometry 106(2), 321–339 · DOI
17. 2014
    Bounding and estimating the Hausdorff distance between real space algebraic curves S. L. Rueda, J. Sendra, J. R. Sendra · Computer Aided Geometric Design 31, 182–198 · DOI
18. 2014
    Rational Hausdorff divisors: a new approach to the approximate parametrization of curves S. L. Rueda, J. Sendra, J. R. Sendra · Journal of Computational and Applied Mathematics 263, 445–465 · DOI
19. 2014
    Localized and energy-efficient topology control in wireless sensor networks using fuzzy-logic control approaches Y. Huang, J. F. Martínez, V. Hernández Díaz, J. Sendra · Mathematical Problems in Engineering 2014, 973163 · DOI
20. 2014
    A novel topology control approach to maintain the node degree in dynamic wireless sensor networks Y. Huang, J. F. Martínez, V. Hernández, J. Sendra · Sensors 14, 4672–4688 · DOI
21. 2013
    An algorithm to parametrize approximately space curves S. L. Rueda, J. Sendra, J. R. Sendra · Journal of Symbolic Computation 56, 80–106 · DOI
22. 2013
    The influence of communication range on connectivity for resilient wireless sensor networks using a probabilistic approach Y. Huang, J. F. Martínez, J. Sendra, L. López · International Journal of Distributed Sensor Networks 2013, 482727 · DOI
23. 2013
    Conchoid surfaces of spheres M. Peternell, D. Gruber, J. Sendra · Computer Aided Geometric Design 30, 35–44 · DOI
24. 2012
    On the performance of the approximate parametrization algorithm for curves S. L. Rueda, J. Sendra · Information Processing Letters 112, 172–178 · DOI
25. 2011
    Conchoid surfaces of rational ruled surfaces M. Peternell, D. Gruber, J. Sendra · Computer Aided Geometric Design 28, 427–435 · DOI
26. 2010
    Rational parametrization of conchoids to algebraic curves J. Sendra, J. R. Sendra · Applicable Algebra in Engineering, Communication and Computing 21, 285–308 · DOI
27. 2010
    Approximate parametrization of plane algebraic curves by linear systems of curves S. Pérez-Díaz, J. R. Sendra, S. L. Rueda, J. Sendra · Computer Aided Geometric Design 27, 212–231 · DOI
28. 2008
    An algebraic analysis of conchoids to algebraic curves J. R. Sendra, J. Sendra · Applicable Algebra in Engineering, Communication and Computing 19, 413–428 · DOI
29. 2008
    El reto de parametrizar curvas y superficies algebraicas de forma aproximada S. Pérez-Díaz, S. L. Rueda, J. Sendra, J. R. Sendra · La Gaceta de la RSME 11(3), 519–541
30. 2006
    Distance bounds of ε-points on hypersurfaces S. Pérez-Díaz, J. Sendra, J. R. Sendra · Theoretical Computer Science 359(1–3), 344–368 · DOI
31. 2005
    Parametrization of approximate algebraic surfaces by lines S. Pérez-Díaz, J. Sendra, J. R. Sendra · Computer Aided Geometric Design 22(2), 147–181 · DOI
32. 2004
    Parametrization of approximate algebraic curves by lines S. Pérez-Díaz, J. Sendra, J. R. Sendra · Theoretical Computer Science 315(2–3), 627–650 · DOI
33. 2000
    Rationality analysis and direct parametrization of generalized offsets to quadrics J. Sendra, J. R. Sendra · Applicable Algebra in Engineering, Communication and Computing 11(2), 111–139 · DOI
34. 2000
    Algebraic analysis of offsets to hypersurfaces J. Sendra, J. R. Sendra · Mathematische Zeitschrift 234, 697–719 · DOI
35. 1999
    Genus formula for generalized offset curves E. Arrondo, J. Sendra, J. R. Sendra · Journal of Pure and Applied Algebra 136(3), 199–209 · DOI
36. 1997
    Parametric generalized offsets to hypersurfaces E. Arrondo, J. Sendra, J. R. Sendra · Journal of Symbolic Computation 23(2–3), 267–285 · DOI
37. 1995
    On the rationality of offset curves J. Sendra, J. R. Sendra · RISC-Linz Report Series 95-02