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Relationship matrix

The fourth step takes all pairs of nodes and computes a semantic relationship matrix based on the positioning of nodes within their own ontologies. Semantic relations are translated into propositional connectives, with equivalence being translated into equivalence, subsumption into implication, and disjointness into negation. Then, the following formula is checked for satisfiability ... [Pg.66]

Test blends of fuel components to establish a composition/performance relationship matrix compare results with those for pure components... [Pg.106]

A fuzzy relationship matrix from set U to evaluation set V can be given. [Pg.722]

Customer Requirements and Rating of Importance Relationship Matrix Marketing Information and Customer Perception of Existing/ Competing Products... [Pg.169]

Another extension to the QFD is to examine the relationship of the hows to each other. We are interested in both negative and positive relationships between the hows. This is shown in Figure 13.8 as a correlation matrix. The correlation matrix shows the degree to which each how is correlated to every other how. The correlation matrix is the triangle on top of the relationship matrix. It forms the roof of the QFD. [Pg.175]

The relationship matrix links the customer requirements (the whats) with the design features (the hows ). Overstuffed chairs (a how), for example, will contribute strongly to ambiance (a what) in the case of the coffeehouse. In the case of responsiveness in product delivery (also a... [Pg.89]

In the relationship matrix, these design features are evaluated in terms of their contribution to the eustomer requirement. So a supply chain design feature that eontributes signifieantly gets a higher weight than one that contributes to a lesser degree. [Pg.90]

A graphical representation is less easy for three variables and no longer possible for four or more it is here that computer analysis is particularly valuable in finding patterns and relationships. Matrix algebra is needed in order to describe the methods of multivariate analysis fully. No attempt will be made to do this here. The aim is to give an appreciation of the purpose and power of multivariate methods. Simple data sets will be used to illustrate the methods and some practical applications will be described. [Pg.213]

Now, the above mentioned method is used to determine the weight of every single method. Then combined forecasting method can be used to obtain a final prediction result. Firstly, decision makers need to establish 2 prediction methods of optimum relationship matrix, and based on the optimum relationship matrix we can get fuzzy consistent comparison matrix ... [Pg.54]

Relationship matrix a matrix that shows the relationship level between what s... [Pg.251]

Fig. 5.4 Merging item categorization and the supplier relationship matrix... Fig. 5.4 Merging item categorization and the supplier relationship matrix...
Confronted with the buyer-supplier relationship matrix (CM3), remarkable correlations, but also partial contradictions, can be revealed, which probably can best be highlighted by investigating the degree of power distribution. [Pg.143]

Simpson-Herndon model, and the conjugated-circuits model. The calculation of the KSC can be performed with recurrence relationships, matrix methods, and explicit combinatorial expressions derived for a large number of classes of conjugated hydrocarbons various classes of cata-condensed benzenoid hydrocarbons honeycomb lattice strips polymers. [Pg.1183]


See other pages where Relationship matrix is mentioned: [Pg.66]    [Pg.326]    [Pg.162]    [Pg.163]    [Pg.163]    [Pg.339]    [Pg.173]    [Pg.174]    [Pg.174]    [Pg.805]    [Pg.593]    [Pg.171]    [Pg.520]   
See also in sourсe #XX -- [ Pg.6 , Pg.31 ]




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