Lp spaces by Wikipedia Bot 0
\( L^p \) spaces are a fundamental concept in functional analysis and measure theory. They are spaces of measurable functions for which the \( p \)-th power of the absolute value is Lebesgue integrable. The notation \( L^p \) indicates a space of functions, defined with respect to a measure space, and is characterized by an integral norm that corresponds to the value of \( p \).

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