| 1. | With integer coefficients has three solutions in the complex plane.
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| 2. | The characteristic polynomial of an integer matrix has integer coefficients.
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| 3. | I am thinking of some polynomial with positive integer coefficients.
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| 4. | Finally, \ check { H } refers to ech cohomology with integer coefficients.
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| 5. | Thus, an affine chain takes the symbolic form of a sum with integer coefficients.
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| 6. | The cyclotomic polynomials are monic polynomials with integer coefficients that are palindromics of even degree.
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| 7. | Equivalently, a divisor is a finite linear combination of points of the surface with integer coefficients.
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| 8. | Every continued fraction with positive integer coefficients will converge; yours converges to about 1.35804743869438.
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| 9. | Where is alternately an odd or even polynomial of degree } } with integer coefficients and leading coefficient.
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| 10. | Therefore, as Gauss knew, " P " satisfies a quadratic equation with integer coefficients.
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