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Nearest neighbours analysis

Fig. 2.8. Nearest neighbour analysis and quantitative depurination analysis of a defined product from a primed synthesis reaction. When radioactive dATP (or dGTP) is used in the primed synthesis, depurination analysis will yield pyrimidine tracts each of which terminate in a radioactive 3 -phosphate. Thus only those depurination products which lie 5 -adjacent to the labelled nucleotide will be labelled. Each depurination product will be labelled to the same specific activity thus greatly simplifying the quantitation. Digestion of the labelled product with a mixture of micrococcal nuclease and bovine spleen phosphodiesterase yields the nucleoside 3 -monophosphates. Identification of the labelled products (by paper electrophoresis at pH 3.S) gives the nearest neighbours to the labelled substrate. Fig. 2.8. Nearest neighbour analysis and quantitative depurination analysis of a defined product from a primed synthesis reaction. When radioactive dATP (or dGTP) is used in the primed synthesis, depurination analysis will yield pyrimidine tracts each of which terminate in a radioactive 3 -phosphate. Thus only those depurination products which lie 5 -adjacent to the labelled nucleotide will be labelled. Each depurination product will be labelled to the same specific activity thus greatly simplifying the quantitation. Digestion of the labelled product with a mixture of micrococcal nuclease and bovine spleen phosphodiesterase yields the nucleoside 3 -monophosphates. Identification of the labelled products (by paper electrophoresis at pH 3.S) gives the nearest neighbours to the labelled substrate.
A nearest-neighbour analysis was used to address the contribution of sequence context on O -methylguanine(m G) repair by the E. coli methyltransferases Ada or Ogt, with m G flanked by all permutations of G, A, T, or The Ada methyltransferase demonstrated strong 5 and 3 sequence-specific repair of m G in vivo. The Ada 5 preference decreased in the order Gm GN >Cm GN >... [Pg.470]

These nucleotides had compositions that were characteristic of the DNA under study (and of the DNase used). Since the pereentages of the termini formed by DNases from bacterial DNAs were linearly related to their GC levels (Fig. 1.3A), a useful way to show the results from the DNAs under examination was to plot difference histograms like those of Fig. 1.3B. This approach extended the nearest neighbour analysis of dinucleotide frequencies (Josse et al., 1961) to a frequency approach involving the sequences, at least four... [Pg.7]

Mackay There are more sophisticated approaches that have been done, although I am not too familiar with them. We had a collaborator who did this nearest neighbour analysis. This assesses all the genes that are expressed in a similar pattern. That is cpiite powerful. These sorts of analyses will become more available. [Pg.23]

The model is based on the available information on (1) the polypeptide composition of PS I, (2) the polypeptide stoichiometry, (3) the primary structure of the polypeptides, (4) nearest neighbour analysis by cross-linking and on (5) spectro-scopical data. [Pg.1485]

NEAREST NEIGHBOUR ANALYSIS OF THE PHOTOSYSTEM I SUBUNITS IN BARLEY AND THEIR BINDING OF FERREDOXIN. [Pg.1628]

Nearest Neighbour Analysis of the Photosystem I Subunits in Barley and Their Binding of Ferredoxin 671... [Pg.3818]

The results of applying the SIMCA procedure can perhaps best be seen in a diagram such as that shown in Fig. 7.4. The hyper-boxes do not fit around all of the points in each class but for the purposes of prediction it is possible to assign a sample to the nearest hyper-box. The size and shape of the hyper-boxes allows a probability of class membership to be assigned to predictions and if the objects within a class have some associated continuous property, it is possible to make quantitative predictions (by the position of a sample within the hyper-box compared to other points). The SIMCA technique has been applied to a variety of problems within the QSAR field and others. One data set that has already been cited (Section 5.2) was also analysed by SIMCA (Scarminio et al. 1982). This data consisted of water samples characterized by their concentrations of four elements (the four most important for classification were chosen from a total of 18 elements measured). A comparison of the performance of SIMCA and the worst nearest neighbour analysis is shown in Table 7.4. For a test set of seven samples, four Lindoya and three Serra Negra, the 9-NN analysis classified all correctly while the SIMCA method mis-classified two of the Serra Negra samples as Valinhos. [Pg.147]

A nearest-neighbour analysis of the products of partial acetolysis of S. cerevisiae mannan has been carried out in an attempt to learn whether the side-chains are in ordered or in random sequences. The results suggested that the... [Pg.264]

Nearest-neighbour analysis has been used to determine the sequences of heparin and heparan sulphates. Structures have been proposed for heparan sulphates A, B, and D based on analysis of the products released by the actions of heparinitase and heparinase from Flavobacterium heparinum. ... [Pg.297]

A first distinction which is often made is that between methods focusing on discrimination and those that are directed towards modelling classes. Most methods explicitly or implicitly try to find a boundary between classes. Some methods such as linear discriminant analysis (LDA, Sections 33.2.2 and 33.2.3) are designed to find explicit boundaries between classes while the k-nearest neighbours (A -NN, Section 33.2.4) method does this implicitly. Methods such as SIMCA (Section 33.2.7) put the emphasis more on similarity within a class than on discrimination between classes. Such methods are sometimes called disjoint class modelling methods. While the discrimination oriented methods build models based on all the classes concerned in the discrimination, the disjoint class modelling methods model each class separately. [Pg.208]

This classification problem can then be solved better by developing more suitable boundaries. For instance, using so-called quadratic discriminant analysis (QDA) (Section 33.2.3) or density methods (Section 33.2.5) leads to the boundaries of Fig. 33.2 and Fig. 33.3, respectively [3,4]. Other procedures that develop irregular boundaries are the nearest neighbour methods (Section 33.2.4) and neural nets (Section 33.2.9). [Pg.209]

To conclude, kinetic measurements and structural analysis of the copolymers have allowed a quantitative and self-consistent description of the reaction of RCI Li species on PMMA taking into account PMMA chain reactivity through the simplified model of the nearest neighbouring group effects. Two main features are particularly relevant the definite influence of tacticity, and the independance of the reaction process on the total charge of the copolymer. In this sense, the R-C Li/PMMA systems are closed to the PMMA basic hydrolysis in presence of excess base. (29,31). [Pg.127]

Informations on the vibrational and electron mean free path properties. Such analysis is possible only if the interface phase is very well defined, and if temperature dependent measurements are done and compared. Debye Waller effects can be tangled with ordering transformation of the interface phase as a function of temperature and so on. If a single phase interface with order at least to the second nearest neighbour is recognised, then a temperature dependent Debye Waller, and mean free path analysis can be attempted. [Pg.99]

Here U is the intra-atomic interaction defined in Chapter 4 and t, the hopping integral, is equal to B/2z, where B is the bandwidth and z is the coordination number. The suffixes i and j refer to the nearest-neighbour sites, and aia is the creation operator for site i. The suffix a refers to the spin direction. Hubbard found that a metal-insulator transition should occur when B/U = 1.15. Hubbard s analysis did not include long-range interactions, and therefore did not predict any discontinuity in the number of current carriers. [Pg.123]


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