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Solve $x^3-3y^3 + 6y^2 - 16x + 8 = 0$

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#number-theory #diophantine-equations
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Does Fermat's equation have an associated linear equation?

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Diophantine equation with negative value

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#elementary-number-theory #diophantine-equations #linear-diophantine-equations
203
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How to use omega function

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#diophantine-equations #nonlinear-optimization #computational-mathematics
58
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Why is this number an integer?

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#diophantine-equations
216
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Solve the following equations (integer solutions )

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#systems-of-equations #diophantine-equations #quadratics
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The roots of the equation $x^4-8x^3+ax^2-bx+16=0$ are positive if

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#sequences-and-series #diophantine-equations
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How to find the solutions of this equation with two variables?

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#diophantine-equations
130
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Solve in positive integers $\sqrt{n+1982^n}+\sqrt n=(\sqrt{1983}+1)^k$

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#number-theory #diophantine-equations #radicals
102
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Diophantine Equations - 4th Powers / Computational Number Theory

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#diophantine-equations #computational-mathematics
133
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Diophantine equation of the form $x^2 - a^2y^2 = -4n$, a is a given positive integer and n is a semiprime

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#diophantine-equations
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Solutions of the diophantine equation $x+y+z=xyz$?

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#diophantine-equations
173
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Simultaneous Diophantine approximation in the non-generic case

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#number-theory #diophantine-equations #ergodic-theory #diophantine-approximation
860
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Let $m,n$ be integers that satisfy $m^2+3m^2n^2=30n^2+517.$ Find $3m^2n^2$

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#algebra-precalculus #diophantine-equations
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How can I tell whether an integer is the sum of two fourth powers

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#diophantine-equations #computational-mathematics

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