Torsion for CM Elliptic Curves Defined Over Number Fields of Degree 2p
Electronic Theses and Dissertations
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Item Details
- title
- Torsion for CM Elliptic Curves Defined Over Number Fields of Degree 2p
- author
- Chaos, Holly Paige
- abstract
- Let E be an elliptic curve with complex multiplication defined over a number field F of degree 2p for prime p>3.In this thesis, we completely classify the torsion subgroups that can arise for number fields of degree 2p for any prime p>3.
- subject
- Complex Multiplication
- Elliptic Curves
- Number Theory
- Prime
- contributor
- Bourdon, Abbey (committee chair)
- Moore, Frank (committee member)
- Rouse, Jeremy (committee member)
- date
- 2020-05-29T08:36:13Z (accessioned)
- 2020-05-29T08:36:13Z (available)
- 2020 (issued)
- degree
- Mathematics and Statistics (discipline)
- identifier
- http://hdl.handle.net/10339/96860 (uri)
- language
- en (iso)
- publisher
- Wake Forest University
- type
- Thesis