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Author Title Type Year(Desc)
2016
McKinnon, D., & Roth, M.. (2016). An analogue of Liouville’s theorem and an application to cubic surfaces. European Journal of Mathematics, 2, 929–959. Springer International Publishing Cham.
2018
McKinnon, D., & Zhu, Y.. (2018). The arithmetic puncturing problem and integral points. arXiv preprint arXiv:1806.03180.
2019
McKinnon, D.. (2019). Counting rational points on ruled varieties over function fields.
2021
McKinnon, D., & Satriano, M.. (2021). Approximating rational points on toric varieties. Transactions of the American Mathematical Society, 374, 3557–3577.
McKinnon, D., Razafy, R., Satriano, M., & Sun, Y.. (2021). On curves with high multiplicity on P (a, b, c) for min (a, b, c). NEW YORK JOURNAL OF MATHEMATICS, 27, 1060–1084. ELECTRONIC JOURNALS PROJECT UNIV ALBANY, DEPT MATHEMATICS & SCIENCE, ALBANY ….
Huang, J., McKinnon, D., & Satriano, M.. (2021). What fraction of an Sn-orbit can lie on a hyperplane?. Linear Algebra and its Applications, 613, 1–23. North-Holland.
2022
McKinnon, D., & Roth, M.. (2022). Codimension two integral points on some rationally connected threefolds are potentially dense. J. Algebraic Geometry, 31, 345-386.
2023
McKinnon, D., & Satriano, M.. (2023). ERRATUM FOR APPROXIMATING RATIONAL POINTS ON TORIC VARIETIES.
McKinnon, D.. (2023). Rational approximation on cubic hypersurfaces. Algebraic Geometry (to appear). Retrieved from arXiv preprint arXiv:2310.01640
2024
Lehmann, B., McKinnon, D., & Satriano, M.. (2024). Approximating rational points on surfaces. arXiv preprint arXiv:2403.02480. Retrieved from http://arxiv.org/abs/2403.02480

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