Expert Guide to Cyclic Galois Extensions of Commutative Rings

Unlock the Structure of Cyclic Galois Extensions

This authoritative guide offers a clear and rigorous exploration of cyclic Galois extensions of commutative rings, blending key concepts from commutative algebra and algebraic number theory. Written for advanced students and researchers, it sheds new light on classical problems and modern conjectures.

What You’ll Learn

• In-depth structure theory of abelian extensions
• The role and construction of normal bases
• Fresh perspectives on Leopoldt’s conjecture
• Explicit methods for constructing extensions
• Connections between ring theory and number theory

Who This Book Is For

Ideal for graduate students, algebraists, and number theorists seeking a deeper understanding of foundational and advanced concepts in cyclic Galois theory.

Advance your research and expand your mathematical toolkit—order your copy today.