It is shown that analysis and derivations based on the HCW equations can be directly extended to the J2-perturbed fuel-optimal four-impulse rendezvous.
In this review, it is shown that analysis of the higher harmonics available in large amplitude Fourier transformed alternating current voltammetry (FTacV) allows key processes to be detected, that are masked under commonly used dc voltammetric conditions.
It has been shown that analysis of the harmonic components of current carried out with the assumption of a mono-harmonic voltage perturbation signal enables correct results to be obtained for the first three harmonic components of the current only.
It is shown that analysis of a 2D surface scattering phenomenon, in which sources are represented in terms of Ns spatial and Nt temporal samples, based on two-level and multilevel PWTD augmented integral equation solvers, requires O(N1.5sNt log Nt) and O(NsNt log Ns log Nt) computational resources, respectively (as opposed to O N2sNt2) for a classical solver).
It has been shown that analysis of the V2-V3 region provides a taxonomic resolution ranging from the phylum level to the genus level [17].
The classification of noroviruses is based on the sequence analysis of the gene encoding the capsid, however, it has been shown that analysis of conserved fragments of the ORF1 and ORF2 also provides reliable classification, and for molecular epidemiology purposes, this is a widely used strategy [8], [16].
It has been shown that analysis of flow-volume loops at tidal breathing is useful in evaluating lung function in infancy [ 5, 6, 7].
It has been shown that analysis of the plot of the clustering coefficient C(k) as a function of their degree k i can yield insight to the structure of the network.
In a study investigating the methylation status of candidate TSG in surgical margins as a predictor of local recurrence in HNSCC, it has been shown that analysis of the CDKN2A, CCNA1, and DCC genes in the surgical margins by quantitative methylation-specific PCR (QMSP) can correctly predict local recurrences in HNSCC (Tan et al. 2008).
Only those coefficients are shown that are significant in the univariate analysis (FDR < 0.01) and 0 in the multivariate analysis.
