Newton Polygons on p-adic Number Fields
Author
Teller, Jacek
Abstract
This thesis offers a clear introduction to p-adic number fields, and the method of Newton polygons to approximate the size of roots of polynomials in the completion of the algebraic closure of p-adic number fields. Ostrowski's theorem is also proved herein. The thesis is intended to serve as an aperitif to further study in the area.
Date
2012
Citation:
APA:
Teller, Jacek.
(January 2012).
Newton Polygons on p-adic Number Fields
(Master's Thesis, East Carolina University). Retrieved from the Scholarship.
(http://hdl.handle.net/10342/3848.)
MLA:
Teller, Jacek.
Newton Polygons on p-adic Number Fields.
Master's Thesis. East Carolina University,
January 2012. The Scholarship.
http://hdl.handle.net/10342/3848.
September 30, 2023.
Chicago:
Teller, Jacek,
“Newton Polygons on p-adic Number Fields”
(Master's Thesis., East Carolina University,
January 2012).
AMA:
Teller, Jacek.
Newton Polygons on p-adic Number Fields
[Master's Thesis]. Greenville, NC: East Carolina University;
January 2012.
Collections
Publisher
East Carolina University