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This thesis carefully reviews computational methods that will act as a tool in the research of Riemann surfaces. We are interested in representing a Riemann surface from many equivalent points of view. The goal is to define a Riemann surface so it can be freely and unambiguously exchanged between mathematical servers by creating a set of suitable OpenMath CDs.
A Dissertation submitted to the Department of Mathematics in partial fulfillment of the requirements for the degree of Doctor of Philosophy.
Bibliography Note
Includes bibliographical references.
Advisory Committee
Mika Seppälä, Professor Directing Dissertation; Robert van Engelen, Outside Committee Member; Mark van Hoeij, Committee Member; Paolo Aluffi, Committee Member.
Publisher
Florida State University
Identifier
FSU_migr_etd-3208
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