unitary transformation वाक्य
उदाहरण वाक्य
मोबाइल
- The unitary transformations are denoted by the map \ delta,
- Under this convention, the Fourier transform is again a unitary transformation on.
- In other words, it is a unitary transformation.
- Indeed, in this case we introduce the unitary transformation
- The relative minus sign appears because the beam splitter is a unitary transformation.
- Each linear optical element equivalently applies a unitary transformation on a finite number of qubits.
- The commutator of the field operators is invariant under unitary transformation ~ \ hat U ~:
- For instance, state transformations relating observers in different frames of reference are given by unitary transformations.
- An additional unitary transformation can be applied on the system to accelerate the convergence in some computational schemes.
- Another approach relies on the realization of unitary transformations on temporal modes based on dispersion and pulse shaping.
- At the minimum, the occupied orbitals are eigensolutions to the Fock operator via a unitary transformation between themselves.
- By the fundamental theorem, we may replace the new set by the old set subject to a unitary transformation.
- This is because time-dependent unitary transformations relate operators in one picture to the analogous operators in the others.
- A common first step beyond this is to remove the remaining time dependence in the Hamiltonian via another unitary transformation.
- Localized orbitals may then be found as linear combinations of the delocalized orbitals, given by an appropriate unitary transformation.
- If there are more than one such unitary transformations, then we can say that the set is not yet complete.
- The time dependence of the quantum state and the operators can be placed according to unitary transformations on the operators and states.
- For a complete set of commuting operators, we can find a unique unitary transformation which will simultaneously diagonalize all of them.
- The fact that unitary matrices will commute with the Hamiltonian means that the physical quantities calculated do not change even under unitary transformation.
- In particular, the time evolution symplectomorphism generated by the classical Hamiltonian deforms to a unitary transformation generated by the corresponding quantum Hamiltonian.
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