Code covered by the BSD License
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Vcolabel(lb,H,C)
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Vdraw_cline(N, labels, x, y)
Drawing the layout of circles connected with lines
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Vmake_position(Hm,Hmax,elg,c,...
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[A1,A2,A1h,A2h,B1,B2,B1h,B2h]...
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[dmin,dhaus,Ia,Ib,Ha,Hb]=adis...
inter-cluster distances: min distance, Hausdorff distance
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[idx,netsim,dpsim,expref,pref...
[idx,netsim,dpsim,expref,pref]=apclusterK(s,k)
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[idx,netsim,dpsim,expref,pref...
Finds approximately k clusters using affinity propagation (BJ Frey and
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[idx,netsim,dpsim,expref]=apc...
% [idx,netsim,dpsim,expref]=apclusterSparse(s,p)
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[idx,netsim,i,unconverged,dps...
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[pcfirst,eigvect,eigval,pcord...
extracting PCA components from data (along dimensions)
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border_distance(Dmatrix,A1,B1...
finding nearest elements between A1 & B1
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border_points(Dm,A,B,N)
finding N points in group A that are nearest to B
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clusterrun(whichAP,data,K,typ...
finding K clusters exactly
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data_load(sw,alabel,nrow,sima...
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ind2cluster(labels)
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plotdata_label(data,classlabe...
plot the first two principle components (PC1 & PC2) of data with labels
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propag_center(data,Dmatrix, A...
computing propagation distances in centeral area
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propag_intra(Dmatrix, A, star...
compute distances within A along different propagation routes
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propag_through(DM, A, startpo...
compute distances between points along the propagation route
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simatrix_ap(data,type,chois)
data: a matrix with each column representing a variable.
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similarity_euclid(data,vararg...
input: data --- observations x dimensions
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similarity_pearson(data,varar...
pearson coefficients between columns
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test_regionsize.m
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tiedrank2(x, tieflag, bidirec...
TIEDRANK Compute the ranks of a sample, adjusting for ties.
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valid_errorate(labels, truela...
computing error rates for every clusters if true labels are given
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valid_external(index1,c2)
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ylim2(arg1, arg2)
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Main_cRelation.m
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Visual_cRelation_main.m
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View all files
Recognizing Far-Near Relations of Clusters by GDEM, Visualization by Line-Pearl Pattern
by Kaijun Wang
21 Aug 2010
(Updated 06 Aug 2012)
measure far-near degrees (distances) between clusters & dense degrees of border regions of clusters
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| File Information |
| Description |
The geometric double-entity model method (GDEM) is proposed to gives far-near degrees between clusters (namely, GE distances), which integrate the absolute distance between nearest sample sets and the dense degrees of border regions of two clusters. GE distances are measured based on the clustering solutions of a clustering algorithm (e.g., Affinity Propagation), and have the advantage: GE distances can reveal Far-Near Relations of Clusters in the original data space, espeacially for the high-dimensional data. |
| Required Products |
Statistics Toolbox
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| MATLAB release |
MATLAB 7.10 (R2010a)
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| Comments and Ratings (1) |
| 19 Nov 2011 |
fan
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| Updates |
| 07 Oct 2011 |
release of new version 3.1 |
| 06 Aug 2012 |
readme files are updated |
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