Difference between revisions of "Kuznetsova equation"
| Line 3: | Line 3: | ||
Find integer \( x,y,z \) such that |
Find integer \( x,y,z \) such that |
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| − | for any integer \( n \) there exist integer \( m \) such that |
+ | for any non-negative integer \( n \) there exist integer \( m \) such that |
\( x^{y n + z}=y m+3z \) |
\( x^{y n + z}=y m+3z \) |
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Revision as of 22:20, 14 January 2020
Kuznetsova equation refers to problem below.
Find integer \( x,y,z \) such that
for any non-negative integer \( n \) there exist integer \( m \) such that
\( x^{y n + z}=y m+3z \)
