Phase adjustment via minimum entropy is widely applied in issues of radar imaging [17 22].
In "Joint range alignment and phase adjustment by minimum entropy" section, algorithm for joint range alignment and phase correction by minimum entropy is illustrated in detail.
The minimum entropy is achieved at the position (18.3°, -4.2 m, 6.24), where 18.3° and -4.2 m are the rotation angle and center, respectively.
Starting with a set of candidate summary statistics, at a first stage, standard ABC is carried out for (possibly) all subsets of these statistics, and the subset resulting in the posterior distribution with the minimum entropy is chosen.
In addition genetic algorithms and minimum waveform entropy were used for phase compensation.
The minimum entropy value was located at 2.04 × 108 m/s, and the corresponding propagation speed estimate was 1.63 × 108 m/s.
The applicability of Prigogine's principle of minimum entropy production is known to be restricted to stationary states closely approaching thermodynamic equilibrium.
The minimum entropy generation was obtained for the tube-and-insert combination with s = 2 mm, e = 4 mm and P/D = 3.
The criterion of minimum entropy generation was used for constructing the model, which includes the effect of the thermal spreading resistance.
Unfortunately, as principal downside, one should be aware that the global minimum entropy production is seldom attained, since the PA does not tackle the whole plant letting aside the chemical reactors or separation trains.
