Sentence examples for transformation in the frequency from inspiring English sources
The second step is dedicated to the signal transformation in the frequency domain.
Meep (1.3 or later) can compute a "near-to-far-field transformation" in the frequency domain: given the fields on a "near" bounding surface inside the computational cell, it can compute the fields arbitrarily far away using an analytical transformation, assuming that the "near" surface and the "far" region lie in a single homogeneous non-periodic 2d or 3d region.
The result of the transformation in the frequency domain is continuous and completely independent of the time domain sampling procedure unlike in transformation algorithms that are generally employed for this purpose.
Meep (1.3 or later) can compute a "near-to-far-field transformation" in the frequency domain as described in this tutorial: given the fields on a "near" bounding surface inside the computational cell, it can compute the fields arbitrarily far away using an analytical transformation, assuming that the "near" surface and the "far" region lie in a single homogeneous non-periodic 2d or 3d region.
As convolution in the time domain corresponds to multiplication in the frequency domain, the transformation into the frequency domain converts the convolutive mixing problem to that of independent complex instantaneous mixing operations at each frequency bin provided the transform block length is not too large.
It can be argued also that spectral-modeling and wavelet-based synthesis are sampling methods with powerful transformation capabilities in the frequency domain.
As anticipated in this case, transformation reduces the frequency of genotype 1 especially in the center of the transforming population during adaptation, due to the bad genes effect.The second scenario describes a density dependent regime where genotype 0 is selected against in an empty space but becomes selectively neutral in a full space.
After the two pre-fused images having the wavelet transformation, in the corresponding low-frequency coefficient (LL), the paper uses weighted averages method to obtain the low-frequency coefficient matrices of the fused image.
As described in [6], excluding the trivial operations like reordering, the following signal processing tasks need to be performed at the transceiver: Transformation of the data signal of each subcarrier into the frequency domain Filtering in the frequency domain Transformation of the signal into the time domain.
The results were interpreted to indicate that there were other factors, besides cells arrested being in G1, which contributed to the difference in the frequency of transformation between the variant cell lines which had an otherwise similar physiology.
The combination of Misonidazole and X-rays produces a significant increase in the frequency of transformation over either drug or radiation alone, but the data are equivocal on the question of additivity vs synergism.
