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Optimal alignment

Lcularly popular [Taylor and Orengo 1989], The method is so named because it uses two amic programming steps. In the first step, it is necessary to determine the score for each of residues, one from each structure. These scores are used to fill a rectangular H matrix, irich dynamic programming is applied to determine the optimal alignment. [Pg.554]

Entries 4 and 5 are cases in which the oxazolidinone substituent is a 3-ketoacyl group. The a-hydrogen (between the carbonyls) does not react as rapidly as the y-hydrogen, evidently owing to steric restrictions to optimal alignment. The all -syn stereochemistry is consistent with a TS in which the exocyclic carbonyl is chelated to titanium. [Pg.119]

The efficiency of cyclization can also be affected by stereoelectronic factors. For example, there is a significant difference in the efficiency of the cyclization of the Z- and F-isomers of 3. Only the Z-isomer presents an optimal alignment for electronic stabilization.14 These effects of the terminating substituent point to considerable concerted character for the cyclizations. [Pg.866]

The Surflex-Sim method operates significantly differently [104]. Each of the molecules is surrounded by a set of observer points that characterizes the local character of the surface and potential interactions. Two similar molecules will have a common subset of comparable observer points. A optimal alignment occurs when the differences in pharmacophore character and molecular surface inferred from the observer points are minimized between two molecules. To speed up the algorithm, large molecules can be fragmented into parts which are then compared, and then tested for consistency. This feature also makes the method capable of identifying alignments when one molecule is much smaller than the other. [Pg.99]

Smith, 1992). All of these can identify an optimal alignment between the query and either a set of previously studied sequences or a pattern of sequence elements identified as common to a set of previously studied proteins. De novo sequence analysis methods have proved less useful. Although there has been some slow progress in predicting a protein s structure from its sequence, no direct functional predictions methods have been developed. [Pg.160]

Alignment scores generated from the comparison of a repeat profile with a database of randomized sequences are derived with Searchwise (Birney et al., 1996), which uses a Smith-Waterman comparison (Smith and Waterman, 1981). A number n of score distributions for the 1st (optimal), 2nd (first suboptimal), and up to the wth highest scores of the profile compared with randomized sequences are fitted to n EVDs. Parameters are obtained for each fit that allow the transformation of alignment scores for the top n (sub)optimal alignments into values. Since these E values are dependent on the repeat number, they are sensitive to the number of true-positive repeats in a sequence. [Pg.211]

As lipophilic anchors, we chose modifications with long acyl and alkyl chains, preferably of similar chain lengths as the phospholipids to allow optimal alignment with the phospholipids molecules of the liposome bilayers. [Pg.52]

Fig. 3. Amino acid alignment of the putative MTs from M. guttatus (de Miranda etal., 1991), Pisum sativum (Evans et al., 1990), Zea mays (de Framond, 1991) and Glycine max (Kawashima et al., 1991). The inclusion of (—) in the sequence indicates a gap introduced for optimal alignment, ( ) denotes amino acid homology, and x is used in the consensus sequence to highlight the Cys-x-Cys clusters. Fig. 3. Amino acid alignment of the putative MTs from M. guttatus (de Miranda etal., 1991), Pisum sativum (Evans et al., 1990), Zea mays (de Framond, 1991) and Glycine max (Kawashima et al., 1991). The inclusion of (—) in the sequence indicates a gap introduced for optimal alignment, ( ) denotes amino acid homology, and x is used in the consensus sequence to highlight the Cys-x-Cys clusters.
When a low frequency AC electric field is imposed, the particle oscillates around its mean position and platy particles may become optimally aligned with the field. At high frequencies, neither particle shift nor alignment takes place. However, translational movement of dispersed particles can be attained in an asymmetric AC field (without a DC component). The observed drift is attributed to the velocity-dependent viscous drag force in relation to double layer polarization as sketched in Figure 2 for reference, bacteria swim at 0.02-1 mm/s. For more details see Palomino [2], The field frequency co must be low enough such that ionic concentrations and hydrodynamic fields may adjust to... [Pg.51]

Activation by increased pressure, temperature or kinetic energy (collision), or some catalytic process, happens with conservation of angular momentum, (but not during photochemical activation). As the activated atom moves into an anisotropic molecular environment angular momentum vectors in projection along the Z-axis therefore reappear as for the free atom. Optimal alignment of all such vectors fixes the final molecular geometry. [Pg.160]


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See also in sourсe #XX -- [ Pg.14 , Pg.23 , Pg.101 ]




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