Source: wikibot/lp-spaces
= Lp spaces
{wiki=Lp_spaces}
\\( 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 \\).