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Publications by T. Ampawa
SOLUTION OF THE DIOPHANTINE EQUATION $(2^k-1)^x+(2^k)^y=z^2$
International Journal of Pure and Applied Mathematics
Mathematics
Applied Mathematics
Related publications
A Simple Solution of the Diophantine Equation $X^3 + Y^3 = Z^2 + T^2$
Bulletin of the American Mathematical Society
On THE DIOPHANTINE EQUATION P^x+(p+1)^y=z^2
International Journal of Pure and Applied Mathematics
Mathematics
Applied Mathematics
On THE DIOPHANTINE EQUATION $7^x + 8^y = Z^2$
International Journal of Pure and Applied Mathematics
Mathematics
Applied Mathematics
On THE DIOPHANTINE EQUATION $3^x + 45^y = Z^2$
International Journal of Pure and Applied Mathematics
Mathematics
Applied Mathematics
On THE DIOPHANTINE EQUATION $5^x + 43^y = Z^2$
International Journal of Pure and Applied Mathematics
Mathematics
Applied Mathematics
The Exponential Diophantine Equation (3am^2-1)^x+(a(A-3)m^2+1)^y=(am)^z
TURKISH JOURNAL OF MATHEMATICS
The Diophantine Equation $X^2+11=3^k$ and Related Questions.
Mathematica Scandinavica
Mathematics
Solutions of the Diophantine Equations $X^2 + Y^2 = L^2$, $Y^2 + Z^2 = M^2$, $Z^2 + X^2 = N^2$
Mathematics of Computation
Computational Mathematics
Applied Mathematics
Number Theory
Algebra
MORE ON THE DIOPHANTINE EQUATION $4^x + 10^y = Z^2$
International Journal of Pure and Applied Mathematics
Mathematics
Applied Mathematics
