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Pattern Representation

In computer science, textual patterns are often represented by regular expressions. [Pg.15]

As computer science and molecular biology merge in the new field of bioinformatics, the use of pattern expression syntax like regular expressions has been introduced to the life scientists. They see it in databases like PROSITE. They also see it in the Internet search engines like Google. [Pg.15]

In Silico Technologies in Drug Target Identification and Validation [Pg.16]


The most serious problem with input analysis methods such as PCA that are designed for dimension reduction is the fact that they focus only on pattern representation rather than on discrimination. Good generalization from a pattern recognition standpoint requires the ability to identify characteristics that both define and discriminate between pattern classes. Methods that do one or the other are insufficient. Consequently, methods such as PLS that simultaneously attempt to reduce the input and output dimensionality while finding the best input-output model may perform better than methods such as PCA that ignore the input-output relationship, or OLS that does not emphasize input dimensionality reduction. [Pg.52]

Because of the preceding properties, our profile procedure appears to produce highly sensitive and specific common pattern representations from limited numbers of defining sequences compared with other current methods (Figs. 5 and 7). This was shown by the construction of such profiles from more than 50 completely unrelated functional families. In more than 90% of the families, the sensitivity and specificity are more than 98%. This is also supported by the repeated sampling study of the complex bacterial transcription initiation factors. Finally, these methods allow for the localized recognition of entire domains within multidomain structures, as seen in Fig. 6. [Pg.181]

After having applied the time-frequency smearing operation one gets an excitation pattern representation of the audio signal in (dl 1 exc, seconds, Bark). This representation is then transformed to an internal representation using a non-linear compression function. The form of this compression function can be derived from loudness experiments. [Pg.23]

Quantitative evaluation of molecular similarity. The fragment spectrum obtained in the above can be described as a kind of multidimensional pattern vector. Consequently, using this pattern representation of a spectrum it is possible to apply diverse quantitative methods for the evaluation of similarity. [Pg.128]

Scharffe, F. Correspondence patterns representation. Ph.D. thesis. University of Innsbruck (2009) Scharffe, F., de Bruijn, J., Foxvog, D. Ontology mediation patterns library v2. Deliverable D4, 3 (2006)... [Pg.158]

The computed CWT leads to complex coefficients. Therefore total information provided by the transform needs a double representation (modulus and phase). However, as the representation in the time-frequency plane of the phase of the CWT is generally quite difficult to interpret, we shall focus on the modulus of the CWT. Furthermore, it is known that the square modulus of the transform, CWT(s(t)) I corresponds to a distribution of the energy of s(t) in the time frequency plane [4], This property enhances the interpretability of the analysis. Indeed, each pattern formed in the representation can be understood as a part of the signal s total energy. This representation is called "scalogram". [Pg.362]

Mallat, S. G. A Theory for Multiresolution Signal Decomposition The Wavelet Representation, IEEE Transactions on Pattern Analysis and Machine Intelligence, Vol. 11, 1989, pp. 674-693... [Pg.466]

For a carbon-carbon bond located along a polymer backbone, the preceding molecular representation must be modified to Fig. 1.8c. The chain segments on either side of the bond of interest are substituents for which the amount of steric hindrance follows a slightly different pattern than for the unsubstituted ethane. Using the same convention for [Pg.58]

Fig. 5. Schematic representation of gas flow pattern in the IMHEX design. Fig. 5. Schematic representation of gas flow pattern in the IMHEX design.
Fig. 13. Bubble column flow characteristics (a) data processing system for split-film probe used to determine flow characteristics, where ADC = automated data center (b) schematic representation of primary flow patterns. Fig. 13. Bubble column flow characteristics (a) data processing system for split-film probe used to determine flow characteristics, where ADC = automated data center (b) schematic representation of primary flow patterns.
Fig. 1. Schematic representation of basic silicate stmctures (a) modes of linkage of SiO tetrahedra (b) the corresponding bonding patterns and (c) stmctural formulas (3). The Si atoms that appear to be joined to only three O atoms are joined to a fourth also, which is above the plane of the diagram. Fig. 1. Schematic representation of basic silicate stmctures (a) modes of linkage of SiO tetrahedra (b) the corresponding bonding patterns and (c) stmctural formulas (3). The Si atoms that appear to be joined to only three O atoms are joined to a fourth also, which is above the plane of the diagram.
The successful appHcation of pattern recognition methods depends on a number of assumptions (14). Obviously, there must be multiple samples from a system with multiple measurements consistendy made on each sample. For many techniques the system should be overdeterrnined the ratio of number of samples to number of measurements should be at least three. These techniques assume that the nearness of points in hyperspace faithfully redects the similarity of the properties of the samples. The data should be arranged in a data matrix with one row per sample, and the entries of each row should be the measurements made on the sample, as shown in Figure 1. The information needed to answer the questions must be implicitly contained in that data matrix, and the data representation must be conformable with the pattern recognition algorithms used. [Pg.419]

Dispersion In tubes, and particiilarly in packed beds, the flow pattern is disturbed by eddies diose effect is taken into account by a dispersion coefficient in Fick s diffusion law. A PFR has a dispersion coefficient of 0 and a CSTR of oo. Some rough correlations of the Peclet number uL/D in terms of Reynolds and Schmidt numbers are Eqs. (23-47) to (23-49). There is also a relation between the Peclet number and the value of n of the RTD equation, Eq. (7-111). The dispersion model is sometimes said to be an adequate representation of a reaclor with a small deviation from phig ffow, without specifying the magnitude ol small. As a point of superiority to the RTD model, the dispersion model does have the empirical correlations that have been cited and can therefore be used for design purposes within the limits of those correlations. [Pg.705]

FIGURE 5,20 Graphical representation depicting relationship between airway volume measurements. The curve represents both tidal and forced breathing patterns. [Pg.209]

Figure 10.4 shows a schematic representation of how Hopfield s net effectively partitions the phase space into disjoint basins of attraction, the attractor states of which represent some desired set of stored patterns. [Pg.518]

Fio. 3. Schematic representation of energy levels, populations and resultant patterns of polarization in the n.m.r. s]3eotrum of an AB spin system. (Relative population of the energy levels is indicated by the thickness of the bars.)... [Pg.61]


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