The Integrality of Algebraic Witt Vectors Over Imaginary Quadratic Fields Is Decidable
Key Points
This research aims to prove that the integrality of algebraic Witt vectors over imaginary quadratic fields can be determined.
Proving the integrality of algebraic Witt vectors in the context of imaginary quadratic fields.
Discussion of related mathematical problems considering the results of the main proof.
Proved that the integrality of algebraic Witt vectors is decidable in imaginary quadratic fields.
Explored additional related mathematical problems stemming from the main proof's findings.
Abstract
Abstract This paper proves that the integrality of algebraic Witt vectors over imaginary quadratic fields is decidable; based on this, some related problems are also discussed.
Like
Bookmark
Share
Like
Bookmark
Share
The Integrality of Algebraic Witt Vectors Over Imaginary Quadratic Fields Is Decidable | Synapse