Theses of John Cremona and his students

  1. Elise Whitley (Exeter 1990): Modular forms and elliptic curves over imaginary quadratic fields (University of Exeter online thesis)
  2. Samir Siksek (Exeter 1995): Descent on curves of genus one (University of Exeter online thesis)
  3. Steve Wesemeyer (Exeter 1997): On the automorphism group of various Goppa codes (University of Exeter online thesis)
  4. Jeremy Bygott (Exeter 1999): Modular Forms and Modular Symbols over imaginary quadratic fields (University of Exeter online thesis)
  5. Tom Womack (Nottingham 2003): Explicit descent on elliptic curves (pdf)
  6. Martin Prickett (Nottingham 2004): Saturation of Mordell-Weil groups of elliptic curves over number fields (University of Nottingham online thesis)
  7. Mark Lingham (Nottingham 2005): Modular forms and elliptic curves over imaginary quadratic fields (University of Nottingham online thesis)
  8. David Roberts (Nottingham 2007): Explicit Descent On Elliptic Curves Over Function Fields (pdf)
  9. Maite Aranes (Warwick 2010): Modular Symbols over Number Fields (University of Warwick online thesis)
  10. Thotsaphon Thongjunthug (Warwick 2010): Heights on elliptic curves over number fields, period lattices, and complex elliptic logarithms (University of Warwick online thesis)
  11. Kiminori Tsukazaki (Warwick 2013): Explicit isogenies of elliptic curves (University of Warwick online thesis)
  12. Barinder Banwait (Warwick 2013): On some local to global phenomena for Abelian varieties (University of Warwick online thesis)
  13. Charlie Turner (Warwick 2013): Lattice methods for finding rational points on varieties over number fields (University of Warwick online thesis)
  14. Alejandro Argaez (Warwick 2016): Computational aspects of Galois representations (University of Warwick online thesis)
  15. Angelos Koutsianas (Warwick 2016): Applications of S-unit Equations to the Arithmetic of Elliptic Curves (available online soon)