Erhältlich:
Nicht auf Lager
Buch (Softcover): Ratgeber
A Proof of Fermat's Last Theorem Using Logical Association
An Elegant and Elementary Approach Rooted in 17th-Century Logic
Verlag:
Eliva Press Unsere-Artikel-Nr.: P35293250
EAN: 9789999346801
Erhältlich:
Nicht auf Lager
Zustellung: Mi, 21.10.2026
Versand: Kostenlos
CHF 79.–
Beschreibung
Can a 350-year-old mathematical mystery be solved using the elegant simplicity of 17th-century logic. For centuries, Fermat's Last Theorem has stood as an subduable fortress in the world of mathematics. While Andrew Wiles' monumental 1994 proof stunned the academic community, its immense complexity and modern machinery left many wondering: did Pierre de Fermat truly possess a "marvelous proof" that could be understood through elementary means. In this groundbreaking work, Kakha Gogichaishvili presents a fresh, elegant, and accessible approach to this legendary problem. Utilizing the innovative "Logical Association Based on Divisibility" method-co-developed with prominent professors Merab Pkhovlishvili and Natela Archvadze-this book bridges the gap between pure arithmetic and formal logic. Written in clear mathematical prose, it demonstrates that even in the 21st century, monumental breakthroughs can be achieved without straying beyond the classical boundaries of Fermat's own era. A testament to 33 years of unwavering dedication, this book is not only a treatise for professional mathematicians but an inspiring journey for every lover of mathematics, reopening a historic door to new ways of logical thinking.
Spezifikationen
Sprache
- Englisch
Autor
- Kakha Gogichaishvili Kakha
Erscheinungsjahr
- 1905
Format
- Buch (Softcover)
Anzahl Seiten
- 32