tensor space मीनिंग इन हिंदी

अधिक: आगे

A component of a tensor is a real number which is used as a coefficient of a basis element for the tensor space.
Indeed, what was done is almost precisely to explain that " tensor spaces " are the constructions required to reduce multilinear problems to linear problems.
As an extension of vector calculus operators to physics, engineering and tensor spaces, Grad, Div and Curl operators also are often associated with Tensor calculus as well as vector calculus.
The "'maximum rank "'that can be admitted by any of the tensors in a tensor space is unknown in general; even a conjecture about this maximum rank is missing.
As a Hilbert space, it is isomorphic to the sum of the " n "-particle bosonic or fermionic tensor spaces described in the previous section, including a one-dimensional zero-particle space !.
These two actions commute, and in its concrete form, the Schur Weyl duality asserts that under the joint action of the groups " S " " k " and " GL " " n ", the tensor space decomposes into a direct sum of tensor products of irreducible modules for these two groups that determine each other,