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Top Books on fermate
1. Fermate
ISBN10 Number - 9038802773
Publisher - Singel Uitgevers
2. The fermat diary
ISBN10 Number - 0821826700
Date of Publication - August 2000
Number of Pages 196
Publisher - American Mathematical Society,American Mathemataical Society
3. From fermat to minkowski
ISBN10 Number - 1441928219
Date of Publication - Dec 03, 2010
Number of Pages 198
Publisher - Springer
4. Fermat's enigma
ISBN10 Number - 0802713319
Date of Publication - 1997
Number of Pages 315
Publisher - Walker
Places in the book - New York
5. Die fermate
ISBN10 Number - 3498005758
Publisher - Rowohlt
6. Fermat's enigma
ISBN10 Number - 0385493622
Date of Publication - September 8, 1998
Number of Pages 336
Publisher - Anchor
7. Fermat's enigma
ISBN10 Number - 0670877565
Date of Publication - 1997
Number of Pages 315
Publisher - Viking
Places in the book - Toronto
8. Die fermate
ISBN10 Number - 3499241242
Date of Publication - Feb 28, 2006
Publisher - Rowohlt Taschenbuch Verla
9. Fermat's last theorem
ISBN10 Number - 0385319460
Date of Publication - September 8, 1997
Number of Pages 160
Publisher - Delta,Dell Pub.
10. Fermat's last theorem
ISBN10 Number - 1841157910
Date of Publication - June 5, 2002
Number of Pages 368
Publisher - Fourth Estate
11. Generalized fermat equation
ISBN10 Number - 150494724X
Date of Publication - Sep 11, 2015
Number of Pages 352
Publisher - AuthorHouse,Authorhouse
12. Fermats enigma resolved
ISBN10 Number - 0805967346
Date of Publication - May 20, 2005
Number of Pages 58
Publisher - Dorrance Publishing Co., Inc.
13. Fermats letzter satz
ISBN10 Number - 3423195185
Publisher - DTV Deutscher Taschenbuch
14. El enigma de fermat
ISBN10 Number - 8408046799
Date of Publication - September 2004
Publisher - Booket
15. Fermat's last theorem for amateurs
ISBN10 Number - 1475772866
Date of Publication - Mar 14, 2013
Number of Pages 420
Publisher - Springer
16. El enigma de fermat
ISBN10 Number - 8408023756
Date of Publication - September 2004
Publisher - Planeta
Places in the book - Spain
17. Fermat's last theorem for amateurs
ISBN10 Number - 1475772858
Date of Publication - Mar 22, 2013
Number of Pages 426
Publisher - Springer
18. An invitation to the mathematics of fermat-wiles
ISBN10 Number - 0123392519
Date of Publication - 2001
Number of Pages 381
Publisher - Academic,Academic Press
Places in the book - San Diego, Calif
19. El enigma de fermat
ISBN10 Number - 8408153889
Date of Publication - May 03, 2016
Number of Pages 336
Publisher - Booket
20. El enigma de fermat
ISBN10 Number - 8408153889
Date of Publication - May 03, 2016
Number of Pages 336
Publisher - Booket
21. Von fermat bis minkowski
ISBN10 Number - 3540100865
Date of Publication - Jun 01, 1980
Number of Pages 238
Publisher - Springer
22. El enigma de fermat
ISBN10 Number - 8408065726
Date of Publication - Mar 11, 2003
Number of Pages 320
Publisher - Booket
23. La conjecture de fermat
ISBN10 Number - 2298004102
Date of Publication - Mar 24, 1899
Publisher - FRANCE LOISIRS
24. Fermat y su teorema
ISBN10 Number - 8415016379
Date of Publication - Nov 15, 2014
Number of Pages 112
Publisher - Ediciones EL ROMPECABEZAS
25. El reto de fermat
ISBN10 Number - 8496566048
Date of Publication - Nov 01, 2005
Number of Pages 168
Publisher - Nivola
26. La conjecture de fermat
ISBN10 Number - 2298004102
Date of Publication - Mar 24, 1899
Publisher - FRANCE LOISIRS
27. Ultimo teorema de fermat, el
ISBN10 Number - 9874682736
Date of Publication - Nov 03, 2014
Publisher - CIA. NAVIERA ILIMITADA
28. Three lectures on fermat's last theorem
ISBN10 Number - 0342480960
Date of Publication - Oct 11, 2018
Number of Pages 36
Publisher - Franklin Classics
29. 13 lectures on fermat's last theorem
ISBN10 Number - 144192809X
Date of Publication - Dec 01, 2010
Number of Pages 318
Publisher - Springer
30. On pythagorean numbers and on fermat's last theorem
ISBN10 Number - 0353461520
Date of Publication - Nov 11, 2018
Number of Pages 24
Publisher - Franklin Classics Trade Press
31. Modular forms and fermat's last theorem.
The book will focus on two major topics: (1) Andrew Wiles' recent proof of the Taniyama-Shimura-Weil conjecture for semistable elliptic curves; and (2) the earlier works of Frey, Serre, Ribet showing that Wiles' Theorem would complete the proof of Fermat's Last Theorem.