euclidean vector space मीनिंग इन हिंदी

उदाहरण वाक्य

1. These are solved by considering as an Euclidean vector space.
2. If the underlying symmetric form, for example, the scalar product on Euclidean vector spaces.
3. Non-linear dimensionality reduction algorithms attempt to map high-dimensional data onto a low-dimensional Euclidean vector space.
4. In a geometric algebra generated by a Euclidean vector space of dimension 2 or 3, all sums of 2-blades may be written as a single 2-blade.
5. where we omitted the t parameter, and regard \ mathbf { v } and \ mathbf { r } as elements of the same 3-dimensional Euclidean vector space V.
6. Therefore, for a hermitian vector space the vector space ? ( as well as its complex conjugate ? " V " ) is a spinor space for the underlying real euclidean vector space.
7. A geometric algebra generated by a 4-dimensional Euclidean vector space illustrates the point with an example : The sum of any two blades with one taken from the XY-plane and the other taken from the ZW-plane will form a 2-vector that is not a 2-blade.
8. As with the term " Euclidean space ", " pseudo-Euclidean space " may refer to either an affine space or a vector space, though the latter may also be referred to as a "'pseudo-Euclidean vector space "'( see point vector distinction ).
9. While seldom used explicitly, the geometric view of the complex numbers is implicitly based on its structure of a Euclidean vector space of dimension 2, where the inner product of complex numbers and is given by \ Re ( w \ overline { z } ); then for a complex number its absolute value | | coincides with its Euclidean norm, and its argument with the angle turning from 1 to.