Explores integer solutions of a quadratic Diophantine equation, suggesting new mathematical connections.
This study explores a generalized quadratic Diophantine equation in four variables, building on classical approaches to highlight new connections with Krishnamurthy numbers and Leyland primes , considered here up to five-digit values. Different methods of working with the equation are outlined, and integer solutions are obtained through MATLAB computations.
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R. Sarulatha G. Janaki (2026) studied this question.
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