Can any function of two variables be expressed as a linear combination (may be infinite) of a product of two single-variable functions?
$f(x,y) = \sum A_n g_n(x) h_n(y)$
Can any function of two variables be expressed as a linear combination (may be infinite) of a product of two single-variable functions?
$f(x,y) = \sum A_n g_n(x) h_n(y)$