Sentence examples for classical spectrum from inspiring English sources
But in the spirit of Einstein's probabilistic treatment of radiation, one could still compare the spectrum of a statistical ensemble of such atoms with the classical spectrum" (Darrigol 1992, p. 126; emphasis original).
In classical spectrum leasing as discussed in [22, 30], MUE preserves a fraction β(0<β≤1) of its superframe for the secret communication and leaves the remaining fraction 1−β of the superframe for jammer's transmission.
As observed from Fig. 5, we make a sum utility comparison between SUs under classical spectrum auction in our previous work [36] and the bidding improving algorithm by OIPPS auction.
Functional spectrum is a "large" closed subset of the Hardy space over the unit disk, and in many cases there is a canonical embedding of classical spectrum into functional spectrum.
Moreover there is only a statistical agreement since classically all the frequencies will be given off together, while quantum mechanically only a single photon is emitted with a single frequency in any given transition between stationary states; hence, one must consider a statistical ensemble of atoms to compare with the classical spectrum.
In his 1984 Physics Today article "The Correspondence Principle Revisited," Richard Liboff argues that Bohr's correspondence principle is not a general claim about recovering classical mechanics from quantum mechanics, but the following more restricted claim: "the quantum frequency spectrum of a periodic system approaches the classical spectrum in the limit of large n" (Liboff 1984, p. 52).
Over supported HPW and microporous Cs salt, the classical spectra of the pyridinium species were observed.
Theorem 3.6 demonstrates that certain choices of the pair ((p, J_{m})) yield spectra with desirable properties analogous to the classical spectra of linear maps.
The simulation is given for the source ULF-1 at 40-m depth and 10 km distant from hydrophone. Figure 13 Classical Fourier spectrum and adapted Fourier spectrum of a signal recorded on a single hydrophone (the same as in Figure 12).
The situation where the antenna is moving in a random environment leads to the classical Jakes spectrum (with bathtub like shape) for scatters uniformly distributed in azimuth [12].
The situation where the antenna is moving in a random environment (e.g., mobile sensor nodes) leads to the classical Jakes spectrum (with bathtub-like shape) for scatters uniformly distributed in azimuth[22].
