References
- Aberbach, I., Huneke, C., Trung, N. V. (1995). Reduction numbers, Briançon-Skoda theorems and the depth of Rees rings. Compositio Math. 97:403–434.
- Benítez, T. C., D’Andrea, C. (2010). Minimal generators of the defining ideal of the Rees Algebra associated to monoid parametrizations. Comput. Aided Geometric Des. 27:461–4733.
- Burity, R., Simis, A., Tohǎneanu, S. O. (2016). On a conjecture of Vasconcelos via Sylvester forms. J. Symb. Comput. 77:39–62.
- Cox, D., May (2006). Four conjectures: Two for the moving curve ideal and two for the Bezoutian. In: Proceedings of Commutative Algebra and its Interactions with Algebraic Geometry, CIRM, Luminy, France
- Doria, A., Hassanzadeh, H., Simis, A. (2012). A characteristic free criterion of birationality. Adv. Math. 230:390–413.
- Eisenbud, D., Ulrich, B. (2008). Row ideals and fibers of morphisms. Mich. Math. J. 57:261–268.
- Hassanzadeh, S. H., Simis, A. (2012). Plane Cremona maps: saturation, regularity and fat ideals. J. Algebra. 371:620–652.
- Hassanzadeh, S. H., Simis, A. (2014). Implicitization of de Jonquières parametrizations. J. Commut. Algebra. 6:149–172.
- Hong, J., Simis, A., Vasconcelos, W. (2008). On the homology of two-dimensional elimination. J. Symb. Comput. 43:275–292.
- Kustin, A., Polini, C., Ulrich, B. (2016). Blowups and fibers of morphisms. Nagoya Math. J. 224:168–201.
- Pan, I. (2001). Les transformations de Cremona stellaires. Proc. Amer. Math. Soc. 129:1257–1262.
- Pan, I., Simis, A. (2015). Cremona maps of de Jonquières type. Canadian J. Math. 67:923–941.
- Simis, A. (2020). Commutative Algebra. Berlin–Boston: De Gruyter Graduate
- Simis, A. (2004). Cremona transformations and some related algebras. J. Algebra. 280:162–179.
- Simis, A., Tohǎneanu, Ş O. (2015). The ubiquity of Sylvester forms in almost complete intersections. Collect. Math. 66:1–31.