Math, asked by TbiaSamishta, 1 year ago

Elaborate the schmidt's orthogonalization process in detail.

Answers

Answered by aqibkincsem

In mathematics, especially numerical analysis and linear algebra, the Gram Schmidt process is regarded as the effective method for orthonormalising a set of vectors in an inner product space, most commonly the Euclidean space R^n which is equipped with the conventional inner product.

The Gram Schmidt process takes a finite, linearly independent set S = { V1..VN} for k<=n.

Previous Question

Next Question

Similar questions

Biology, 7 months ago

Compare the functioning of alveoli in the lungs and nephrons in the kidneys with respect to their structure and functioning .

Math, 7 months ago

is the third and 9th term of an ap are 4 and -8 respectively which term of the ap is zero? (step by step solve this question) ...

English, 7 months ago

Fill in the blanks with appropriate degree of adverb in bracket. 1. I speak English (fluent) _________now than last year. 2. She greeted me (polite) _________ of all. 3. She smiled (happy)________ than before. 4. This girl dances (graceful) _________________ of all. 5. Could you write (clear)_________________? 6. Planes can fly (high) ____________ than birds. 7. He had an accident last year.

India Languages, 1 year ago

A numerical approximate approach (such as FEM or CFD) is usually used to solve complex engineering problems.The uncertainties associated with such an approach is: Aleatoric Epistemic Neither a. nor b. Both a. and b.