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Number of items: 11.


Kilicer, P., Lauter, K., Lorenzo Garcia, E., Newton, R., Ozman, E. and Streng, M. (2020) A bound on the primes of bad reduction for CM curves of genus 3. Proceedings of the American Mathematical Society, 148. p. 2843. ISSN 0002-9939 doi:


Balestrieri, F. and Newton, R. (2019) Arithmetic of rational points and zero-cycles on products of Kummer varieties and K3 surfaces. International Mathematics Research Notices. pp. 1-25. ISSN 1687-0247 doi:


Frei, C., Loughran, D. and Newton, R. (2018) The Hasse norm principle for abelian extensions. American Journal of Mathematics, 140 (6). pp. 1639-1685. ISSN 1080-6377 doi:

Celik, T. O., Elias, Y., Gunes, B., Newton, R., Ozman, E., Pries, R. and Thomas, L. (2018) Non-ordinary curves with a Prym variety of low p-rank. In: Women in Numbers Europe II Contributions to Number Theory and Arithmetic Geometry. Springer, Cham, Switzerland. ISBN 9783319749983


Balakrishnan, J. S., Ciperiani, M., Lang, J., Mirza, B. and Newton, R. (2016) Shadow lines in the arithmetic of elliptic curves. In: Eischen, E. E., Long, L., Pries, R. and Stange, K. (eds.) Directions in number theory : Proceedings of the 2014 WIN3 Workshop. Association for Women in Mathematics series (3). Springer International Publishing. ISBN 9783319309743

Ros Camacho, A. and Newton, R. (2016) Strangely dual orbifold equivalence I. Journal of Singularities, 14. pp. 34-51. ISSN 1949-2006 doi:

Newton, R. (2016) Transcendental Brauer groups of products of CM elliptic curves. Journal of the London Mathematical Society, 92 (2). pp. 397-419. ISSN 1469-7750 doi:

Browning, T. D. and Newton, R. (2016) The proportion of failures of the Hasse norm principle. Mathematika, 62 (02). pp. 337-347. ISSN 2041-7942 doi:


Bouw, I., Cooley, J., Lauter, K., Lorenzo Garcia, E., Manes, M., Newton, R. and Ozman, E. (2015) Bad reduction of genus three curves with complex multiplication. In: Bertin, M. J., Bucur, A., Feigon, B. and Schneps, L. (eds.) Women in Numbers Europe: Research Directions in Number Theory. Association for Women in Mathematics Series, 2 (2364-5733). Springer, pp. 109-151. ISBN 9783319179865 doi:

Newton, R. (2015) Realising the cup product of local Tate duality. Journal de Theorie des Nombres de Bordeaux, 27 (1). pp. 219-244. ISSN 1246-7405 doi:


Fisher, T. and Newton, R. (2014) Computing the Cassels–Tate pairing on the 3-Selmer group of an elliptic curve. International Journal of Number Theory, 10 (7). pp. 1881-1907. ISSN 1793-7310 doi:

This list was generated on Mon Jul 6 10:10:00 2020 UTC.

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