£45.99
Explore the fascinating connection between modern algebraic structures and the innovative Polish notation system developed by renowned logician Jan Łukasiewicz. This book bridges abstract algebra with computational logic in a uniquely Polish mathematical tradition.
"Algebraic Structures and Polish Notation" is a groundbreaking text that explores the deep connections between modern algebraic systems and the innovative notational method developed by Polish logician Jan Łukasiewicz. Dr. Maria Nowak skillfully demonstrates how these two mathematical domains interact and enhance each other.
This comprehensive work begins with fundamental algebraic concepts before delving into the elegant prefix notation system that revolutionized symbolic logic and computational mathematics. The book showcases how Polish mathematical traditions have influenced contemporary computer science, particularly in compiler design, expression evaluation, and algorithmic thinking.
This book is an essential resource for mathematics students, computer scientists, and anyone interested in the elegant intersection of algebraic structures and computational logic. Dr. Nowak's clear exposition makes complex concepts accessible while maintaining mathematical rigor in the tradition of the Polish mathematical school.
| Title | Algebraic Structures and Polish Notation |
|---|---|
| Author | Dr. Maria Nowak |
| Publisher | GeoMath Poland Publishing |
| Publication Date | February 28, 2024 |
| Language | English |
| Pages | 492 |
| Dimensions | 7.0 x 1.1 x 9.5 inches |
| ISBN-13 | 978-8394527907 |
| Weight | 2.1 pounds |
| Format | Hardcover |
As a computer science professor specializing in programming languages, I found this book to be an exceptional resource. The connection between algebraic structures and Polish notation is presented clearly, and the programming examples are directly applicable to my compiler design course. My students particularly appreciate the historical context of Łukasiewicz's work.
Overall a solid book that bridges abstract algebra and computational logic well. I found some of the early chapters to be challenging as they assume prior knowledge of group theory, but once past those sections, the content becomes more accessible. The online supplements are very helpful, especially the interactive tools for visualizing algebraic structures.
The content is excellent, but I found some of the explanations to be too condensed. Additional examples would have been helpful in the more theoretical sections. That said, the historical context and connection to Polish mathematical traditions is fascinating, and the computational applications make the abstract concepts more concrete.
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