ortonormaliseerida
Ortonormaliseerida is a term used in linear algebra and functional analysis. It refers to the process of transforming a set of vectors into an orthonormal set. An orthonormal set of vectors has two key properties: each vector in the set has a magnitude (or norm) of 1, and every pair of distinct vectors in the set is orthogonal, meaning their dot product is zero.
The most common method for ortonormalising a set of vectors is the Gram-Schmidt process. This iterative algorithm
Orthonormal bases are fundamental in many areas of mathematics and physics. They simplify calculations, particularly in