given a set of functions that depend on a parameter lambda [tex] f(\lambda x) [/tex] , how can be proved or what does it mean that this set of functions is COMPLETE in [tex] L^{p} (a,b) [/tex] do the functions [tex] f(\lambda x) [/tex] need to form an orthogonal basis or it is enough that for diffrent values of lambda ,there is a linear independence.(adsbygoogle = window.adsbygoogle || []).push({});

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# What is 'completeness' (function space)

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