Sentence examples for dimension spectra from inspiring English sources

The extreme generalized dimension spectra and a medium spectrum are depicted for comparison.

At the same time we will also avoid the need for an infra-red cutoff to compute the dimension spectrum.

Therefore quantum double suspending compact Riemannian spin manifolds iteratively we get many examples of regular spectral triples with finite simple dimension spectrum.

In this paper we are concerned with the construction of a general principle that will allow us to produce regular spectral triples with finite and simple dimension spectrum.

We introduce the notion of weak heat kernel asymptotic expansion (WHKAE) property of a spectral triple and show that the weak heat kernel asymptotic expansion allows one to conclude that the spectral triple is regular with finite simple dimension spectrum.

The method of moments allows simple calculation of a generalized dimension spectrum, using function τ q).

In [9], along with AR parameters generalized Higuchi fractal dimension spectrum is utilized for mental arithmetic task recognition.

Initially, the generalized dimension spectrum and MD for all chromosome fragments were determined.

Using the whole data set for each chromosome we calculated the MD from each generalized dimension spectrum.

When Δ Dq is high, the multifractal spectrum is rich in information and highly aperiodic; when Δ Dq is small; the resulting dimension spectrum is poor in information and highly periodic.

After Fourier transformation in all dimensions the spectra are tilted in the J resolved dimension.