bilinear form उदाहरण वाक्य
उदाहरण वाक्य
- The matrix corresponding to this bilinear form ( see below ) on a standard basis is the identity matrix.
- By the properties of definite integrals, this defines a symmetric bilinear form on " V ".
- Define a non-degenerate anti-symmetric bilinear form on the-1 graded piece by the rule:
- A bilinear form on " D " arises by pairing the image distribution with a test function.
- Littlewood's 4 / 3 inequality on bilinear forms was a forerunner of the later Grothendieck tensor norm theory.
- A bilinear form " B " is reflexive if and only if it is either symmetric or alternating.
- An analogous statement holds also for skew-symmetric, Hermitian and skew-Hermitian bilinear forms over arbitrary fields.
- Also, given a coercive self-adjoint operator A, the bilinear form a defined as above is coercive.
- This is easy and standard ( uses the fact that the trace defines a non-degenerate bilinear form .)
- "' Explanation of occurrence of the fields "': There are no nontrivial bilinear forms over.