Integer-Valued Polynomials (Mathematical Surveys & Monographs)
by Paul-Jean Cahen, Jean-Luc Chabert
This monograph by Paul-Jean Cahen and Jean-Luc Chabert offers an in-depth study of integer-valued polynomials, exploring their structure and significance in mathematics. It provides a thorough foundation for understanding how these polynomials operate over integer domains, making it essential for advanced algebraic research.
About This Book
Integer-Valued Polynomials presents a detailed examination of polynomials that map integers to integers, a key concept in algebraic number theory and related fields.
The authors provide a systematic approach to the subject, covering essential definitions, constructions, and theoretical frameworks within the broader context of mathematical surveys and monographs.
This work serves as a valuable resource for mathematicians interested in the intersections of polynomials, integers, and ring theory.
Through rigorous proofs and examples, the book elucidates the unique characteristics that distinguish integer-valued polynomials from standard polynomial rings.
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