0
Your Καλαθι
The Diophantine Equation αν = βν γν
One Thorough Investigation - Fermat’s Proposal Verification
Έκπτωση
20%
20%
Περιγραφή
This text represents my work on the solutions of the Diophantine Equation:
αν = βν + γν, for ν = 2, 4, 3, 5, 7, 11… (odd prime).
Recognizing that this difficult work has many errors, I will appreciate it very much, if in time, you send to me via the publisher, your comments and corrections, so that the next edition be better.
The proof of the non-existence of solutions of the above equation, for: ν = 3, 4, 5, 7, 11…, will be and proof of the relative FERMAT’S proposal with title:
“FERMAT’S LAST THEOREM” (F.L.T.).
S. Aliprantis
January 2021
αν = βν + γν, for ν = 2, 4, 3, 5, 7, 11… (odd prime).
Recognizing that this difficult work has many errors, I will appreciate it very much, if in time, you send to me via the publisher, your comments and corrections, so that the next edition be better.
The proof of the non-existence of solutions of the above equation, for: ν = 3, 4, 5, 7, 11…, will be and proof of the relative FERMAT’S proposal with title:
“FERMAT’S LAST THEOREM” (F.L.T.).
S. Aliprantis
January 2021
Κριτικές
Δεν βρέθηκαν δημοσιεύσεις
