Exact(7)
We succeed in establishing a global wellposedness theorem (in a classical sense) for these problems via a specifically designed operator theoretic approach.
This paper describes the advancement of performance of simple SA applied upon the problem of graph coloring using a specially designed operator called random change operator instead of the general change operator.
This technique generates a band-limited inversion of the seismic traces, which then transform them into reflectivity traces through a designed operator in frequency domain.
The general assumption of this method of inversion is that the seismic data used is zero-phase and has been compensated for by the phase rotation of the designed operator.
The designed operator was then engaged to modify the average seismic trace spectral in order to be as nearly closed to the fitted curve representing the average acoustics impedance spectrum as possible.
The phase spectrum of the designed SCI operator was then rotated by − 90° (Lancaster and Whitcombe 2000); a bandpass filter was applied and the new spectrum was converted to time. 3 and 108 Hz were the low-cut and high-cut frequency parameters for the designed operator at − 60 dB amplitude.
Similar(53)
We propose an adaptive large-neighborhood search with several specifically designed operators and features.
In this edge detector, three designed operators which provide approximate gradients of each plane color component are determined.
We adopted a linearization for the model and present an efficient evolutionary approach with specifically designed operators.
A non-trivial test problem in enforcing coherency of probability estimates in cross-impact analysis highlights the utility of the designed operators.
For this purpose, during the evolution, the designed operators are adapted to the objectives as well as constraints of the problem in order to make overall improvements on the CPMEA performance.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com