Publications listed below are automatically derived from MEDLINE/PubMed and other sources, which might result in incorrect or missing publications.
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T. Pham, L. A. Vinh, F. De Zeeuw, Three-variable expanding polynomials and higher-dimensional distinct distances, Combinatorica, DOI: 10.1007/s00493-017-3773-y, 2018.

H. Mojarrad, T. Pham, C. Valculescu, F. de Zeeuw, Schwartz-Zippel bounds for two-dimensional products, Discrete Analysis, (20) 2017, 20 pp.

T. Pham, N. Phuong, L. A. Vinh, Incidences between planes over finite fields, accepted in Pro- ceedings of the American Mathematical Society, 2017.

T. Pham, M. Tait, C. Timmons, L. A. Vinh, A Szemer ´edi-Trotter type theorem, sum-product es- timates in finite quasifields, and related results, Journal of Combinatorial Theory Series A, 147 (2017), 55–74.

T. Pham, L. Ham, L. A. Vinh, Conditional expanding bounds for two-variable functions over finite valuation rings, European Journal of Combinatorics, 60 (2017), 114–123.
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T. Pham, L. A. Vinh, Erd ?os-R ´enyi graph, Szemer ´edi-Trotter type theorem, and sum-product esti- mates over finite rings, Forum Mathematicum, Vol. 27. No. 1. 2015.

T. Pham, N. Phuong, N. Sang, C. Valculescu, L. Vinh, Distinct distances between points and lines in F2q, accepted in Forum Mathematicum, 2017.

T. Pham, N. Phuong, L. Vinh, Incidences between points and generalized spheres over finite fields and related problems, Forum Mathematicum, Volume 29, Issue 2, 2016.

D. Hieu, T. Pham, Distinct distances on regular varieties, with D. D. Hieu, Journal of Number Theory, 173 (2017), 602–613.
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H. N. Mojarrad, T. Pham, Conditional expanding bounds for two-variable functions over arbitrary fields, Journal of Number Theory, 186 (2018), 137–146.

T. Pham, M. Tait, L. A. Vinh, R. Won, A structure theorem for product sets in extra special groups, Journal of Number Theory, 184 (2018), 461–472.

T. Pham, L. A. Vinh, Some combinatorial number theory problems in finite spaces, Illinois Journal of Mathematics, Volume 61, Number 1-2 (2017), 243–257.

T. Pham, H. Pham, L. Vinh, An improvement on the number of simplices in Fdq , Discrete Applied Mathematics, 221 (2017) 95–105.

T. Pham, N. Sang, L. Vinh, An additive problem in finite cyclic rings with powers of elements of large multiplicative order, Applicable Analysis and Discrete Mathematics, 10 (2016), 325–331.
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T. Pham, L. Vinh, Orthogonal systems in vector spaces over finite rings, Electronic Journal of Combinatorics, 20(2) (2012), P48.

T. Pham, N. Sang, G. Tardos, Right angles in finite spaces, preprint, 2016.

T. Pham, Sumsets of the distance set in Fdq, to appear in Finite Fields and Their Applications, 2017.

T. Pham, L. Vinh, Paths in pseudorandom graphs and applications, accepted in Canadian Journal of combinatorics, 2018.

B. Lund, T. Pham, L. Vinh, Distinct spreads in vector spaces over finite fields, Discrete Applied Mathematics, 239(2018), 154–158.

D. Koh, H. N. Mojarrad, T. Pham, C. Valculescu, Four-variable expanders over the prime fields, accepted in Proceedings of the American Mathematical Society, 2018.
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P. Birklbauer, A. Iosevich, T. Pham, Distances from points to planes, accepted in Acta Arith-
metica, 2018.

D. Koh, T. Pham, C-Y. Shen, L. Vinh, Expansion for the product of matrices in groups, accepted in Forum Mathematicum, 2018.

D. Koh, T. Pham, C-Y. Shen, L. A. Vinh, On the determinants and permanents of matrices with restricted entries over prime fields, 2018, submitted.
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Y. Demiro ?glu Karabulut, D. Koh, T. Pham, C-Y. Shen, L. A. VinhSum-Product Estimates and
Expanding Polynomials over Matrix Rings, 2018, submitted.

A. Iosevich, D. Koh, T. Pham, C-Y. Shen, L. Vinh, A new lower bound on the Erdo ?s distinct distances problem over prime fields, 2018, submitted.
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D. Koh, S. Lee, T. Pham, C-Y. Shen, Sum-product phenomena over arbitrary finite fields, 2018, submitted.

A. Iosevich, D. Koh, S. Lee, T. Pham, C-Y. Shen, On restriction estimates for spheres in finite
fields, 2018, submitted.

Restriction and averaging problem problem for Hamming varieties over finite fields, (with D. Koh, S. Lee), in preparation.

Incidences between points and curves and applications over prime fields, in preparation.

Two-variable expanders over prime fields, in preparation.

Distinct distances on varieties, and applications, in preparation.