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Bolzano process

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The Bolzano process is a method in mathematical analysis, particularly related to the concepts of continuous functions and the intermediate value theorem. Named after the Czech mathematician Bernard Bolzano, it involves finding roots of equations and deals with the idea of converging sequences. A typical application of the Bolzano process is in root-finding algorithms, where one looks for a solution to an equation \( f(x) = 0 \).

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