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On ternary quadratic diophantine equation 2x2-7y2=25z2
International journal of applied research · 2015 · Vol. 1(4) · pp. 111–114
Abstract
The ternary quadratic Diophantine equation representing cone given by 2x2-7y2=25z2 is analyzed for its non-zero distinct integer points. A few interesting relations between the solutions and special figurate numbers are obtained. Notations Polygonal number of rank 'n' with size m: Pronic number of rank 'n': Octahedral number of rank n:
Advanced Mathematical Theories and ApplicationsAlgebraic Geometry and Number TheoryPolynomial and algebraic computationDiophantine equationMathematicsTernary operationRank (graph theory)Integer (computer science)Quadratic equationDiophantine setCombinatoricsPure mathematicsDiscrete mathematics
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