del Pino, A., & Shin, T. (2024). Microflexiblity and local integrability of horizontal curves. Mathematische Nachrichten, 297(9), 3252-3287. [DOI][Repository]
2022
Wetenschappelijke publicaties
del Pino Gomez, A., & Dahinden, L. (2022). Introducing sub-Riemannian and sub-Finsler billiards. Discrete and Continuous Dynamical Systems, 42(7), 3187-3232. [DOI]
2021
Wetenschappelijke publicaties
del Pino Gomez, A., & Toussaint, L. (2021). Wrinkling h-principles for integral submanifolds of jet spaces. (pp. 1-70). arXiv. [DOI][Repository]
Martínez Aguinaga, F. J., & del Pino Gomez, A. (2021). Convex integration with avoidance and hyperbolic (4,6) distributions. (pp. 1-49). arXiv. [DOI][Repository]
2020
Wetenschappelijke publicaties
del Pino Gomez, A., & Shin, T. (2020). Microflexiblity and local integrability of horizontal curves. arXiv. [DOI][Repository]
Dahinden, L., & del Pino Gomez, A. (2020). Introducing sub-Riemannian and sub-Finsler Billiards. (pp. 1-38). arXiv. [DOI][Repository]
del Pino Gomez, A., Casals, R., & Presas, F. (2020). Loose Engel structures. Compositio Mathematica, 156(2). [DOI][Repository]
del Pino Gomez, A., & Vogel, T. (2020). The Engel-Lutz twist and overtwisted Engel structures. Geometry and Topology, 24(5), 2471-2546. [DOI][Repository]
2019
Wetenschappelijke publicaties
del Pino, Á., & Presas, F. (2019). Flexibility for tangent and transverse immersions in Engel manifolds. Revista Matematica Complutense, 32, 215–238. [DOI][Repository]
del Pino Gomez, A. (2019). Topological aspects in the study of tangent distributions. (Textos de Matemática. Série B; Vol. 48). Universidade de Coimbra, Departamento de Matemática. [Repository]
2018
Wetenschappelijke publicaties
Martínez Torres, D., Del Pino, Á., & Presas, F. (2018). THE FOLIATED LEFSCHETZ HYPERPLANE THEOREM. Nagoya Mathematical Journal, 231, 115 - 127. [DOI][Repository]
del Pino, Á. (2018). On the classification of prolongations up to engel homotopy. Proceedings of the American Mathematical Society, 146, 891-907. [DOI][Repository]
Del Pino, Á., & Presas, F. (2018). The Foliated Weinstein Conjecture. International Mathematics Research Notices, 2018(16), 5148–5177. [DOI][Repository]
del Pino Gomez, A. (2018). Tight contact foliations that can be approximated by overtwisted ones. Archiv der Mathematik, 110(4), 413–419. [DOI][Repository]
Casals, R., & del Pino Gomez, A. (2018). Classification of Engel knots. Mathematische Annalen, 371(1-2), 391–404. [DOI][Repository]
2017
Wetenschappelijke publicaties
Casals, R., Pérez, J. L., del Pino, Á., & Presas, F. (2017). Existence h-principle for Engel structures. Inventiones Mathematicae, 210, 417–451. [DOI][Repository]
2016
Wetenschappelijke publicaties
Peralta-Salas, D., del Pino, Á., & Presas, F. (2016). Foliated vector fields without periodic orbits. Israel Journal of Mathematics, 214, 443–462. [DOI][Repository]
2015
Wetenschappelijke publicaties
Casals, R., Del Pino, Á., & Presas, F. (2015). H-principle for contact foliations. International Mathematics Research Notices, 2015(20), 10176–10207. [DOI][Repository]