Diophantine inequalities with mixed powers,II |
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Authors: | R.J. Cook |
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Affiliation: | The University of Sheffield, Sheffield 10, England |
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Abstract: | It is shown that if λ1, …, λ5 are non-zero real numbers, not all of the same sign, and at least one of the ratios (1 ≤ j ≤ 3) is irrational then the values taken by for integer values of x1, …, x5 are everywhere dense on the real line. Similar results are proved for the polynomials and . |
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Keywords: | |
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