| • आंशिक समदूरीकता | |
| partial: आंशिक अंशस्वर | |
| isometry: समदूरीकता | |
partial isometry मीनिंग इन हिंदी
partial isometry उदाहरण वाक्य
उदाहरण वाक्य
अधिक: आगे- Thus all sets of Kraus operators are related by partial isometries.
- The concept of partial isometry can be defined in other equivalent ways.
- A partially defined isometric operator with closed domain is called a partial isometry.
- Fix two such partial isometries for the argument.
- Thus a partial isometry is also sometimes defined as a closed partially defined isometric map.
- A partial isometry " V " has a unitary extension if and only if the deficiency indices are identical.
- "V " can be extended to a partial isometry acting on all of \ mathcal { H }.
- In general, a partial isometry may not be extendable to a unitary operator and therefore a quasinormal operator need not be normal.
- The operator " U " must be weakened to a partial isometry, rather than unitary, because of the following issues.
- Passing to the non-commutative setting, this motivates " Krein's formula " which parametrizes the extensions of partial isometries.
