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Density-based clustering

The nature of the low-conducting states at low ion densities has been treated both by cluster theories [141, 207, 256, 257] and MC simulations [208, 258, 259]. There is no doubt that in this regime neutral (1,1) pairs prevail, and there is some evidence for neutral (2, 2) clusters (a cluster s, t comprises s cations and t anions). Near the critical density, higher clusters come into play, and eventually the cluster representation becomes inappropriate [141]. Simulations indicate the importance of intercluster interactions that are unsatisfactorily described [208] by MSA-based estimates [141],... [Pg.40]

A density-based method clusters gene expression data based on the notion of density. It grows clusters either according to the density of neighborhood clusters or according to some estimated density functions.55... [Pg.577]

Clustering algorithms can be classified into four major approaches hierarchical methods, partitioning-based methods, density-based methods, and grid-based methods. Here, we will focus on the hierarchical cluster approach because it is often used in the context of structure-activity analysis. Recent research has suggested that hierarchical methods perform better than the more commonly used nonhierarchical methods in separating known actives and inactives [41]. [Pg.681]

Figure 3. Energy levels and total density of states at E for the Si 14 based clusters. From left to the right fully hydrogenated (a), with 1 (b), 2 (c), 3 (d), 4 (e) and 6 (f) double-bonded O atoms. Figure 3. Energy levels and total density of states at E for the Si 14 based clusters. From left to the right fully hydrogenated (a), with 1 (b), 2 (c), 3 (d), 4 (e) and 6 (f) double-bonded O atoms.
Jiang, D., Pei, J., and Zhang, A. (2003). DHC A density-based hierarchical clustering method for time-series gene expression data. In Proceedings of BIBE2003 3rd IEEE International Symposium on Bioinformatics and Bioengineering, March 10—12, 2003, Bethesda, MD. [Pg.125]

Density-based embeddings This approach starts with a calculation on the whole system to construct an approximate yet accurate representation of the total density Plot by performing a periodic DFT calculation. Then, a guess density of the cluster is constructed from a calculation on the isolated unit or using some simple embedding scheme as described above. The total density is now divided in two parts ptot = Pi+ P2 and the one-electron embedding potential is constructed from the functional derivative of interaction energy with respect to the cluster density pi. [Pg.191]


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Clustering density

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