adjoint उदाहरण वाक्य
उदाहरण वाक्य
- If one varies this with respect to one gets the Adjoint Dirac equation.
- These equations are useful in reducing proofs about adjoint functors to algebraic manipulations.
- The idea of an adjoint functor was formulated by Daniel Kan in 1958.
- This functor is left adjoint to the forgetful functor from groups to sets.
- Thus, we would like a classification of its self-adjoint extensions.
- This functor has a left adjoint which is the integral group ring construction.
- Then the adjoint of is the continuous linear operator satisfying
- Namely, the adjoint of is defined as an operator with the property:
- The two variants are related by an adjoint functor.
- To make the operator self-adjoint a suitable domain must be specified.