Difference between revisions of "Kuznetsova equation"

Revision as of 22:22, 14 January 2020

Kuznetsova equation refers to problem below.

Find integer \( A,B,C \) such that

for any non-negative integer \( n \) there exist integer \( m \) such that

\( A^{B n + C} = B m+ C \)

@@ Line 1: / Line 1: @@
 [[Kuznetsova equation]] refers to problem below.
-Find integer \( x,y,z \) such that
+Find integer \( A,B,C \) such that
 for any non-negative integer \( n \) there exist integer \( m \) such that
-\( x^{y n + z}=y m+3z \)
+\( A^{B n + C} = B m+ C \)