If you are looking for a or the print version, it is likely for one of these reasons:
The book is a staple for those preparing for the IMO (International Mathematical Olympiad) or the Putnam Competition. It builds the "mathematical maturity" needed to handle unconventional problems.
The book is available in multiple editions and formats: polynomials by barbeau pdf
Barbeau, E. J. (2003). Polynomials. Springer.
If you’d like a longer version, a story with more mathematical detail (examples of polynomial transformations), or a different tone (comic, mysterious, or educational), tell me which and I’ll expand it. Also, I can summarize Barbeau’s main ideas about polynomials from public sources if that would help. If you are looking for a or the
The book covers foundational and advanced theory through several core chapters:
Focuses on Horner's method, polynomial division, derivatives, and graphing. Springer
Standard texts focus on general algebraic structures (groups, rings, fields). Barbeau focuses specifically on polynomials, using them as a concrete vehicle to understand those broader abstract concepts.
Check university libraries, academic repositories, or Springer for digital access.