Sentence examples for transition is given by from inspiring English sources

kern-0pt} {left( {1 + e^{{ - gamma left( {varepsilon_{t - 1} - n} right)}} } right)}}), where the speed of transition is given by (gamma).

For a direct bandgap semiconductor, the absorbance in the vicinity of the onset due to the electron transition is given by α = C hν - E g 1 / 2 hν, (5).

Wurtzite structure ZnO has a direct band gap, and the absorption edge for a direct interband transition is given by [22]: {left upalpha mathrm{h}upnu right)}^2 = Cleft(mathrm{h}upnu -{E}_{mathrm{opt}}right) (2 where h is Planck's constant, ν is the frequency of the incident photon, and C is a constant for a direct transition.

The magneto-elastic free energy due to lattice anharmonicity in the third-order phase transition is given by F m − e = α z − z c 2 M 4 + κ z − z c 2 = α z − z c 2 2 3 b 3 a 3 + α z − z c 2 2 + κ z − z c 2 Open image in new window (9).

The probability of each transition is given by the rate (probability per second) divided by the temporal resolution of the sequence.

The absorption coefficient, α, for direct inter-band transitions is given by Eq. 2.

The duration of this period of consecutive active to quiescent transitions is given by the sum of the times for each of these k transitions (plus the time for the quiescent to active transition).

Thus, the overall probability distribution of consecutive active to quiescent transitions is given by ℘ ( x ) = ∑ i = 0 N ( P A ( i ) ∑ m = 1 i f ( x, i, m ) p ( i, m ) ). (13).

Given that an individual neurone becomes quiescent at rate α then the total rate of (Active → Quiescent) transitions is given by r a q = A α. Similarly, the total rate of (Quiescent → Active) transitions is given by r q a = f ( s i ) Q = f ( s i ) ( N − A ). Let r = r a q + r q a and generate a timestep dt from an exponential distribution of rate r.

The frequency of a rotational transition is given approximately by ν = 2B(J + 1), and so molecular rotational spectra will exhibit absorption lines in the 2 800-gigahertz 2 800-gigahertz

If X is an homogeneous order one Markov chain, so is Y and its transition matrix is given by P + Q where P contains the non counting transitions and Q the counting ones: and It is therefore possible to work on Y rather than on X to compute the pattern statistics.