Prof. Victor Flynn | Mathematical Institute

Prof. Victor Flynn

PhD (Cambridge).

Academic Faculty

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Personal Website:

http://people.maths.ox.ac.uk/flynn/

+44 1865 273549

Address

Mathematical Institute
University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter
Woodstock Road
Oxford
OX2 6GG

Highlighted Publications:

Homogeneous spaces and degree 4 del Pezzo surfaces

Homogeneous spaces and degree 4 del Pezzo surfaces
Flynn, EV;
Manuscripta Mathematica issue 3 volume 129 page 369-380 (1 July 2009)

Cycles of covers

Cycles of covers
Flynn, EV; Wunderle, J;
Monatshefte fur Mathematik issue 3 volume 157 page 217-232 (1 July 2009)

Nontrivial Sha in the Jacobian of an Infinite Family of Curves of Genus 2.

Nontrivial Sha in the Jacobian of an Infinite Family of Curves of Genus 2.
Arnth-Jensen, A; Flynn, EV;
J. Theor. Nombres Bordeaux volume 21 page 1-9 (1 April 2009)

Descent via isogeny on elliptic curves with large rational torsion subgroups

Descent via isogeny on elliptic curves with large rational torsion subgroups
Flynn, EV; Grattoni, C;
Journal of Symbolic Computation issue 4 volume 43 page 293-303 (1 April 2008)

Two-coverings of Jacobians of curves of genus two

Two-coverings of Jacobians of curves of genus two
Flynn, EV; Testa, D; Luijk, RV;
PROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY volume 104 page 387-429 (February 2012) Full text available

Recent Publications:

Arbitrarily large Tate-Shafarevich group on Abelian surfaces

Arbitrarily large Tate-Shafarevich group on Abelian surfaces
Flynn, EV;
JOURNAL OF NUMBER THEORY volume 186 page 248-258 (May 2018) Full text available

Descent via (5,5)-isogeny on Jacobians of genus 2 curves

Descent via (5,5)-isogeny on Jacobians of genus 2 curves
Flynn, EV;
JOURNAL OF NUMBER THEORY volume 153 page 270-282 (August 2015) Full text available

Tight frames for cyclotomic fields and other rational vector spaces

Tight frames for cyclotomic fields and other rational vector spaces
Chien, T-Y; Flynn, V; Waldron, S;
LINEAR ALGEBRA AND ITS APPLICATIONS volume 476 page 98-123 (1 July 2015) Full text available

Torsion points on families of simple abelian surfaces and Pell's equation over polynomial rings (with an appendix by E. V. Flynn)

Torsion points on families of simple abelian surfaces and Pell's equation over polynomial rings (with an appendix by E. V. Flynn)
Masser, D; Zannier, U; Flynn, EV;
JOURNAL OF THE EUROPEAN MATHEMATICAL SOCIETY issue 9 volume 17 page 2379-2416 (2015) Full text available

Finite Weil restriction of curves

Finite Weil restriction of curves
Flynn, EV; Testa, D;
Monatshefte fur Mathematik issue 2 volume 176 page 197-218 (1 January 2014)

Research Interests:

Number Theory, Arithmetic Geometry. In particular, arithmetic problems on Abelian varieties, such as Jacobians of curves; properties of the Shafarevich-Tate group, visualisation, and the Brauer-Manin obstruction.

Mathematical Institute

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Personal Website:

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Highlighted Publications:

Recent Publications:

Research Interests:

Preferred Address:

Further Details:

Teaching:

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Text Resize

Personal Website:

Address

Highlighted Publications:

Recent Publications:

Research Interests:

Preferred Address:

Further Details:

Teaching:

Prizes, Awards, and Scholarships: