Field Generated by Division Points of Certain Formal Group Laws - II
Soumyadip Sahu
TL;DR
This paper explores the properties of fields generated by division points of specific formal group laws, extending previous research to deepen understanding of their algebraic and number-theoretic structures.
Contribution
It advances the theory of formal group laws by analyzing the fields generated by their division points, providing new insights and generalizations beyond prior work.
Findings
Characterization of fields generated by division points
Extension of previous results to broader classes of formal groups
New algebraic properties of these fields
Abstract
The article investigates several questions about field generated by certain formal group laws. This is continuation of a study initiated by the author in prior article titled 'Field Generated by Division Points of Certain Formal Group Laws'.
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Taxonomy
TopicsAdvanced Numerical Analysis Techniques