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Solutions for a Class of the Higher Diophantine Equation
Abstract:
We studied the Diophantine equation . By using the elementary method and algebaic number theroy, we obtain the following concusions: (i) Let be an odd number, one necessary condition which the equation has integer solutions is that contains some square factors. (ii) Let be an even number, when , all integer solutions for the equation are; when , all integer solutions are ; when the equation has no integer solution.
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220-223
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Online since:
January 2015
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© 2015 Trans Tech Publications Ltd. All Rights Reserved
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