Substituční metoda

Substituční metoda se v matematice vyskytuje v několika významech.

Při substituční metodě zavádíme do integrálu novou proměnnou.
Substituční (též Bernoulliova) metoda při řešení diferenciálních rovnic vychází z předpokladu, že hledanou funkci lze vyjádřit ve tvaru součinu dvou jiných funkcí , tzn. . Tento součin se dosadí do dané diferenciální rovnice.
Slouží k převodu mezi číselnými soustavami.
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