Weisner's method is a systematic approach used in number theory to derive new results or solve problems about Diophantine equations, which are polynomial equations that seek integer solutions. Named after the mathematician Boris Weisner, the method emphasizes using algebraic manipulation and properties of integers to explore and generate solutions. One common application of Weisner's method is in the context of Pell's equation, where particular techniques can help identify solutions or transformations that simplify the equation.
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