How To Solve It: A New Aspect Of Mathematical Method
Condition: SECONDHAND
This is a secondhand book. The jacket image is a photograph of the exact copy we have in stock. This image shows the condition of this book. Further condition remarks are below.
Condition remarks:
Book: Good
Jacket: No dust jacket
Pages: Good
Condition remarks: Condition as shown in image
At the crossroads of logic, pedagogy, and pure mathematical reasoning stands a timeless guide that has shaped how generations of students, teachers, and thinkers approach problems: G. Polya's How To Solve It: A New Aspect of Mathematical Method. First published in 1945 and reissued in this second edition by Princeton University Press, the work presents a systematic framework — the now-legendary four-step heuristic of Understand, Plan, Execute, and Review — that transcends mathematics to illuminate problem-solving as a universal human endeavour. Polya draws on vivid examples, from elementary geometry to complex algebraic puzzles, to illustrate how a disciplined mind can break down seemingly insurmountable problems into manageable, elegant steps. Beyond its practical instruction, the book argues a profound philosophical point: that the art of problem-solving is learnable and teachable, a skill cultivated through curiosity, analogy, and persistent questioning rather than innate genius. Polya's prose is lucid yet intellectually rigorous, balancing accessibility with depth in a way that speaks equally to the novice student and the seasoned mathematician. Recognised as one of the most influential mathematics books of the 20th century, it remains a cornerstone of mathematical education worldwide — leaving the reader to wonder just how many unsolved problems in their own life might yield to a little more method.
Author: G. Polya
Format: Paperback
Genre: Mathematics
Condition remarks:
Book: Good
Jacket: No dust jacket
Pages: Good
Condition remarks: Condition as shown in image
At the crossroads of logic, pedagogy, and pure mathematical reasoning stands a timeless guide that has shaped how generations of students, teachers, and thinkers approach problems: G. Polya's How To Solve It: A New Aspect of Mathematical Method. First published in 1945 and reissued in this second edition by Princeton University Press, the work presents a systematic framework — the now-legendary four-step heuristic of Understand, Plan, Execute, and Review — that transcends mathematics to illuminate problem-solving as a universal human endeavour. Polya draws on vivid examples, from elementary geometry to complex algebraic puzzles, to illustrate how a disciplined mind can break down seemingly insurmountable problems into manageable, elegant steps. Beyond its practical instruction, the book argues a profound philosophical point: that the art of problem-solving is learnable and teachable, a skill cultivated through curiosity, analogy, and persistent questioning rather than innate genius. Polya's prose is lucid yet intellectually rigorous, balancing accessibility with depth in a way that speaks equally to the novice student and the seasoned mathematician. Recognised as one of the most influential mathematics books of the 20th century, it remains a cornerstone of mathematical education worldwide — leaving the reader to wonder just how many unsolved problems in their own life might yield to a little more method.