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Exact(24)
Equation (2), known as the Nernst equation, which can be derived from equation (1), gives the value of the electrode potential when the rate of oxidation exactly equals the rate of reduction.
Its expression can be derived from Equation (20).
This conclusion can directly be derived from Equation (25) or (27).
The exciton separation rate k s(E) can be derived from Equation 6-9, (11).
The estimated total received power PS (coherent signal power) can be derived from Equation 3.
A suboptimal policy can be derived from equation (8) by minimizing the expectation of the right side of (9).
Similar(35)
The photocurrent J ph for V > V 0 can be derived from Equations 3-5 and 14 as follows: (15).
Hence the cost value, C, of the scheduler can be derived from Equations (12) and (15) as follows: C = FT - T, (16).
Equation (2) can be derived from equations (1) following [ 20] (chapt. 13) by assuming the stationary case, i.e., i.e. for { v i | v i ≠ 0}.
Though this phenomenon is not generally recognized in the literature, a special case can actually be derived from equations in Gillespie's 1977 paper [ 27] and in Proulx [ 9].
Both FORs, with and without the SP-frames are derived from Equation 1.
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