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When treating a time-dependent Hamiltonian system dynamically, one usually employs classical solutions of the equation of motion for a given system (or for a system similar to a given system) [6, 7].
The value of two observables for a given system may be known at the same time, provided that the two observables have the same set of state functions ψ1, ψ2,..., ψN.
What are the possible "value states" for a given system at a given time?
This, in turn, determines the container design limitations for a given system.
For a given system, the viscosities increase with solution density (or pressure).
Typically, specialists fix a threshold value for a given system, which is used in all searches.
For a given system, the two can be regarded as a known quantity.
η GCD is always smaller than η max for a given system.
Attractor is an important concept to describe long time behavior of solutions for a given system.
The so-called "constant C" is not constant but characteristic for a given system.
For a given system the introduction of a compensation hologram can lead to a perfect system.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com