bilinear form in Vietnamese

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Sentence patterns related to "bilinear form"

1. The dot product vwon Rnis a symmetric Bilinear form

2. $\begingroup$ A Bilinear form is a generalized scalar product

3. These three numbers form the signature of the bilinear form.

4. Bilinear form over R consisting of the vector space Rp+qand the Bilinear form given by the diagonal matrix whose rst pentries are 1 and whose last qentries are 1

5. On a complex vector space, a Bilinear form takes values in the complex numbers

6. A Bilinear space is a vector space equipped with a speci c choice of Bilinear form

7. So, an inner product on a real vector space is a positive-definite symmetric bilinear form.

8. In this section we assume that V is finite-dimensional and its bilinear form is non-singular.

9. We call a Bilinear space symmetric, skew-symmetric, or alternating when the chosen Bilinear form has that corresponding property

10. Exercise 21 Show that every Antisymmetric bilinear form on R 3 {\displaystyle \mathbb {R} ^{3}} is a wedge product of two covectors.

11. Weak coerciveness of the under lyigg bilinear form for the derivation of hybrid elements is proved by showing the existence of a stationary point.

12. Suppose that U has even dimension and a non-singular bilinear form with discriminant d, and suppose that V is another vector space with a quadratic form.

13. In fact, a Bilinear form can take values in any vector space , since the axioms make sense as long as vector addition and scalar multiplication are defined.

14. Middle dimension While for most dimensions, Poincaré duality induces a bilinear pairing between different homology groups, in the middle dimension it induces a bilinear form on a single homology group.

15. Bilinear forms and their matrices Joel Kamnitzer March 11, 2011 0.1 Definitions A Bilinear form on a vector space V over a field F is a map H : V ×V → F

16. Introducing the two vector spaces of displacement gradients and of Piola stresses, which can be put into duality by a bilinear form, conjugate, and complementary energy functions are defined with the aid of Fenchel's transformation.

17. That is, the geometry of a contact Fano manifold can be used to construct various other algebraic notions such as the Killing form (symmetric bilinear form), the Lie algebra grading, and some part of the Lie bracket.

18. Bilinear may refer to: Bilinear sampling (also called "Bilinear filtering"), a method in computer graphics for choosing the color of a texture; Bilinear form, a type of mathematical function from a vector space to the underlying field

19. A symmetric Bilinear form on a vector space is a Bilinear map from two copies of the vector space to the field of scalars such that the order of the two vectors does not affect the value of the map

20. Coerciveness inequality An inequality providing a lower bound for a certain bilinear form, or providing an upper bound for the norm of a solution of a certain elliptic boundary value problem, in terms of the coefficients of the elliptic equation and of the boundary data.