Strongly positive bilinear form
= Strongly positive bilinear form
{wiki=Strongly_positive_bilinear_form}
A strongly positive bilinear form is a mathematical concept from linear algebra and functional analysis, specifically in the context of inner product spaces and quadratic forms. A bilinear form on a vector space \\( V \\) over a field (typically the real numbers or complex numbers) is a function \\( B: V \\times V \\to \\mathbb\{R\} \\) that is linear in both arguments.