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Data X:
112 118 132 129 121 135 148 148 136 119 104 118 115 126 141 135 125 149 170 170 158 133 114 140 145 150 178 163 172 178 199 199 184 162 146 166 171 180 193 181 183 218 230 242 209 191 172 194 196 196 236 235 229 243 264 272 237 211 180 201 204 188 235 227 234 264 302 293 259 229 203 229 242 233 267 269 270 315 364 347 312 274 237 278 284 277 317 313 318 374 413 405 355 306 271 306 315 301 356 348 355 422 465 467 404 347 305 336 340 318 362 348 363 435 491 505 404 359 310 337 360 342 406 396 420 472 548 559 463 407 362 405 417 391 419 461 472 535 622 606 508 461 390 432
Names of X columns:
555
Metric
11IMAG EXPE QUAL VAL SAT LOY58131111111111011011011105110IMAG EXPE QUAL VAL SAT LOY101111110011IMAG EXPE QUAL VAL SAT LOYIMAG EXPE QUAL VAL SAT LOY5IMAG EXPE QUAL VAL SAT LOY85153IMAG EXPE QUAL VAL SAT LOY5IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY11111111115IMAG EXPE QUAL VAL SAT LOY5105151111110011813511IMAG EXPE QUAL VAL SAT LOY11111111111111111IMAG EXPE QUAL VAL SAT LOY110151111111100118135IMAG EXPE QUAL VAL SAT LOY111111111111IMAG EXPE QUAL VAL SAT LOY1101511111111001181311515IMAG EXPE QUAL VAL SAT LOY51515151511IMAG EXPE QUAL VAL SAT LOY105515151511511510011111831IMAG EXPE QUAL VAL SAT LOY11111111511111IMAG EXPE QUAL VAL SAT LOY11011111151100111831IMAG EXPE QUAL VAL SAT LOY1111151111IMAG EXPE QUAL VAL SAT LOY11110111111115111100111181311IMAG EXPE QUAL VAL SAT LOY1111111111511111IMAG EXPE QUAL VAL SAT LOY1101115111001183IMAG EXPE QUAL VAL SAT LOY501151111IMAG EXPE QUAL VAL SAT LOY1111011151111001111181311IMAG EXPE QUAL VAL SAT LOY150115111IMAG EXPE QUAL VAL SAT LOY1111110111111511001183838383IMAG EXPE QUAL VAL SAT LOY15050150501501550111IMAG EXPE QUAL VAL SAT LOY111110111111111511001183IMAG EXPE QUAL VAL SAT LOY115501IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY10IMAG EXPE QUAL VAL SAT LOY11111511001183IMAG EXPE QUAL VAL SAT LOY1111515011110IMAG EXPE QUAL VAL SAT LOY111115110011IMAG EXPE QUAL VAL SAT LOY1515011110IMAG EXPE QUAL VAL SAT LOY111111115110011001100100IMAG EXPE QUAL VAL SAT LOY1515011110IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY5111100IMAG EXPE QUAL VAL SAT LOY151150111111111011111IMAG EXPE QUAL VAL SAT LOY1511111111111111001IMAG EXPE QUAL VAL SAT LOY115501111101011011101111IMAG EXPE QUAL VAL SAT LOY5111100IMAG EXPE QUAL VAL SAT LOY1001IMAG EXPE QUAL VAL SAT LOY1001IMAG EXPE QUAL VAL SAT LOY100IMAG EXPE QUAL VAL SAT LOY1001005100501111110111IMAG EXPE QUAL VAL SAT LOY511111IMAG EXPE QUAL VAL SAT LOY5100501111110111111IMAG EXPE QUAL VAL SAT LOY11511111111111111111IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY51IMAG EXPE QUAL VAL SAT LOY1100IMAG EXPE QUAL VAL SAT LOY1IMAG EXPE QUAL VAL SAT LOY501111111101110IMAG EXPE QUAL VAL SAT LOY110110510110111151005IMAG EXPE QUAL VAL SAT LOY550511111111IMAG EXPE QUAL VAL SAT LOY1115151515110111111111100IMAG EXPE QUAL VAL SAT LOY50511111111IMAG EXPE QUAL VAL SAT LOY111151101111111111111100IMAG EXPE QUAL VAL SAT LOY50511111IMAG EXPE QUAL VAL SAT LOY1115110511551515111111111111001IMAG EXPE QUAL VAL SAT LOY15051515115150511515IMAG EXPE QUAL VAL SAT LOY11111011111111111115111100IMAG EXPE QUAL VAL SAT LOY1501150115IMAG EXPE QUAL VAL SAT LOY101111111111511111111111100IMAG EXPE QUAL VAL SAT LOY15011150150115011501505150IMAG EXPE QUAL VAL SAT LOY1101111111151111111100IMAG EXPE QUAL VAL SAT LOY15015015015051501IMAG EXPE QUAL VAL SAT LOY1101111151111
euclidean
manhattan
Method
11A A A A A A3011111121211periodic22232A A A A A A21221011A A A A A AA A A A A A3A A A A A A03131A A A A A A3A A A A A A1A A A A A A2121111periodic123A A A A A A331311211011011311A A A A A A1211121111periodic11periodicperiodic2periodicA A A A A Aperiodicperiodic3periodic2periodic1periodic1periodic0110113A A A A A A212111111121A A A A A A113112111periodic01101111313A A A A A A32313231312A A A A A A33231313113periodic13011111011A A A A A A21121111311121A A A A A A12111periodic1310111011A A A A A A2221232121A A A A A A111121111periodic131110111101111A A A A A A1121211212312121A A A A A A121periodic31101101A A A A A A501232212A A A A A A21221periodic311101111101111A A A A A A150123212A A A A A A2122222212periodic3101101010101A A A A A A15050150502502350212A A A A A A21222221222periodic23101101A A A A A A113501A A A A A A1A A A A A A2A A A A A AA A A A A A212periodic23101101A A A A A A11113150112A A A A A A212periodic231011A A A A A A13150112A A A A A A2121periodic12131010100A A A A A A13150112A A A A A A2A A A A A A2A A A A A AperiodicA A A A A A2A A A A A A1A A A A A A31110A A A A A A1311501111112122periodic21A A A A A A13111111111111101A A A A A A1135011212222periodic22A A A A A A31110A A A A A A01A A A A A A01A A A A A A0A A A A A A00305011212periodic22A A A A A A311111A A A A A A305011212periodic2periodic22periodicA A A A A A2periodic322122122122111111A A A A A A1A A A A A A1A A A A A A31A A A A A A10A A A A A A1A A A A A A50111212222A A A A A A2periodic311211303A A A A A A350311121222A A A A A A22periodic3periodic313periodic3periodicperiodic1periodic1121110A A A A A A50311111121A A A A A A2212322periodic222212121220A A A A A A50311121A A A A A A2113131periodic3323131111112111101A A A A A A15031313113150312313A A A A A A121212112periodic121212131120A A A A A A1501150123A A A A A A1periodic112121113111111112110A A A A A A15011150150115012501503150A A A A A A11periodic112121311111210A A A A A A15015015025032502A A A A A A2periodic212131121
average
single
complete
ward
weighted
flexible
Number of parameters in Lance-Williams formula
1
3
4
alpha 1 (Lance-Williams formula)
alpha 2 (Lance-Williams formula)
beta (Lance-Williams formula)
gamma (Lance-Williams formula)
Chart options
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Label x-axis:
R Code
par3 <- as.numeric(par3) par4 <- as.numeric(par4) par5 <- as.numeric(par5) par6 <- as.numeric(par6) par7 <- as.numeric(par7) library(cluster) if (par2 == 'flexible') { if (par3 == 1) pm <- c(par4) if (par3 == 3) pm <- c(par4,par5,par6) if (par3 == 4) pm <- c(par4,par5,par6,par7) ag <- agnes(t(y),metric=par1,method=par2,par.method=pm) } else { ag <- agnes(t(y),metric=par1,method=par2) } mysub <- paste('Method: ',par2) summary(ag) bitmap(file='test1.png') plot(ag,which.plots=2,main=main,sub=mysub,xlab=xlab,ylab=ylab) dev.off() bitmap(file='test2.png') plot(ag,which.plots=1,main='Banner',sub=mysub,xlab=ylab,ylab=xlab) dev.off() load(file='createtable') a<-table.start() a<-table.row.start(a) a<-table.element(a,'Agglomerative Nesting (Hierarchical Clustering)',2,TRUE) a<-table.row.end(a) a<-table.row.start(a) a<-table.element(a,'Agglomerative Coefficient',header=TRUE) a<-table.element(a,ag$ac) a<-table.row.end(a) a<-table.end(a) table.save(a,file='mytable.tab')
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R Server
Big Analytics Cloud Computing Center
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