Cluster: Linkage innerhalb der Gruppen / I-Kosinus

Anmerkungen
Ausgabe erstellt 19-AUG-2005 20:22:22
Kommentare
Eingabe Daten D:\Dissertation\Pollen_Rohdaten\SPSS\riegel.sav
Filter <keine>
Gewichtung <keine>
Aufgeteilte Datei <keine>
Anzahl der Zeilen in der Arbeitsdatei 59
Behandlung fehlender Werte Definition von Fehlend Benutzerdefinierte, fehlende Werte werden als fehlende Werte behandelt.
Verwendete Fälle Statistiken basieren auf Fällen, bei denen für alle verwendeten Variablen Werte vorhanden sind.
Syntax CLUSTER rhizopho avicenni laguncul conocarp batis graminea cyperace typha
nymphaea saggitar umbellif caryophy amaramth polycolp ilex salix morus ficus
tripor1 tripor2 tripor3 triporx eugenia cephalan fraxinus sapotace rhus
vitis tricolp1 tricopo1 tricopo4 tricopc brevicol alnus carya pinus taxodium
monocol3 monocolx ovoidite undef ericacea tetr_ret gran_ina sphagnum sporesx
utricula polygon tricolp3 tricopo2 ulmus thomson rapanea perpr_tc nuphar
rhabdad nyssa hamelia tet_sret myrtacea sideroxy brevcopo pteris polypor
hexacolp liquidam mimo_tet verbascu anacar chenopod composit osmunda
polypodi quercus
/METHOD WAVERAGE
/MEASURE= COSINE
/ID=lokalita
/PRINT SCHEDULE CLUSTER(5)
/PRINT DISTANCE
/PLOT DENDROGRAM .
Ressourcen Verstrichene Zeit 0:00:00,15

Verarbeitete Fälle(a)
Fälle
Gültig Fehlend Gesamt
N Prozent N Prozent N Prozent
59 100,0 0 ,0 59 100,0
a Linkage innerhalb der Gruppen

Näherungsmatrix
Fall Kosinus von Wertevektoren
1:62-1, ME 2:62-2, ME 3:62-3,ME 4:62-5, ME 5:62-6, ME 6:62-7, ME 7:62-8, ME 8:62-9, ME 9:62-10, ME 10:62-11, ME 11:62-12, ME 12:62-13, ME 13:62-14, ME 14:62-15, ME 15:62-17, ME 16:62-18, ME 17:62-19, ME 18:62-20, ME 19:62-21, ME 20:62-22, ME 21:TI-1, ME 22:64-21, ME 23:64-33, ME 24:62-23, FM 25:62-24, FM 26:62-34, FM 27:S1.Tr 1, FM 28:S1.Tr 2, FM 29:S1.Tr 3, FM 30:S1.Tr 4, FM 31:64-4, FM 32:64-7, FM 33:64-E7Sg, FM 34:64-E7E, FM 35:64-9, FM 36:64-10, FM 37:64-14, FM 38:64-15, FM 39:64-16Sg, FM 40:64-16E, FM 41:64-16ASg, FM 42:64-16AE, FM 43:62-25, BM 44:62-30, BM 45:TB-1, BM 46:TB-2, BM 47:HR-1, BM 48:HR-2, BM 49:64-11, BM 50:64-22, BM 51:64-18, BM 52:62-26, CH 53:62.28, CH 54:62-29, CH 55:EE-11, CH 56:62-27, CH 57:64-9H, HH 58:62-33b, HH 59:62-35, HH
1:62-1, ME 1,000 ,482 ,771 ,814 ,989 ,892 ,990 ,958 ,933 ,982 ,974 ,916 ,930 ,982 ,984 ,956 ,691 ,963 ,987 ,911 ,875 ,626 ,135 ,140 ,192 ,109 ,102 ,124 ,097 ,083 ,068 ,053 ,084 ,116 ,107 ,116 ,077 ,094 ,071 ,121 ,125 ,140 ,331 ,369 ,584 ,574 ,483 ,573 ,389 ,133 ,395 ,100 ,039 ,022 ,018 ,023 ,078 ,075 ,016
2:62-2, ME ,482 1,000 ,854 ,808 ,509 ,680 ,481 ,604 ,536 ,466 ,431 ,591 ,572 ,509 ,470 ,526 ,510 ,473 ,557 ,447 ,543 ,395 ,749 ,538 ,580 ,174 ,385 ,473 ,369 ,304 ,155 ,171 ,314 ,511 ,251 ,508 ,140 ,351 ,229 ,493 ,566 ,496 ,374 ,391 ,577 ,436 ,400 ,409 ,374 ,241 ,427 ,153 ,042 ,020 ,014 ,020 ,268 ,085 ,020
3:62-3,ME ,771 ,854 1,000 ,975 ,789 ,932 ,761 ,863 ,839 ,757 ,736 ,870 ,851 ,812 ,773 ,812 ,746 ,766 ,820 ,736 ,821 ,589 ,712 ,633 ,672 ,233 ,471 ,564 ,460 ,392 ,230 ,255 ,404 ,609 ,327 ,597 ,169 ,448 ,295 ,574 ,656 ,602 ,486 ,504 ,752 ,625 ,523 ,564 ,534 ,292 ,548 ,234 ,103 ,067 ,063 ,072 ,309 ,136 ,017
4:62-5, ME ,814 ,808 ,975 1,000 ,830 ,938 ,795 ,909 ,870 ,787 ,770 ,909 ,889 ,833 ,810 ,842 ,793 ,807 ,861 ,776 ,876 ,629 ,634 ,589 ,617 ,260 ,448 ,530 ,459 ,396 ,259 ,283 ,410 ,570 ,325 ,554 ,184 ,443 ,303 ,535 ,599 ,567 ,499 ,493 ,737 ,640 ,529 ,576 ,534 ,304 ,554 ,212 ,079 ,034 ,030 ,045 ,277 ,187 ,039
5:62-6, ME ,989 ,509 ,789 ,830 1,000 ,910 ,991 ,966 ,958 ,990 ,984 ,946 ,954 ,988 ,989 ,971 ,739 ,980 ,979 ,939 ,899 ,620 ,164 ,187 ,218 ,138 ,152 ,175 ,163 ,151 ,128 ,130 ,153 ,176 ,152 ,168 ,096 ,159 ,121 ,164 ,172 ,198 ,343 ,375 ,595 ,597 ,468 ,554 ,416 ,170 ,422 ,117 ,059 ,033 ,027 ,032 ,086 ,060 ,016
6:62-7, ME ,892 ,680 ,932 ,938 ,910 1,000 ,894 ,959 ,943 ,893 ,884 ,965 ,941 ,926 ,908 ,923 ,796 ,900 ,916 ,871 ,916 ,670 ,479 ,490 ,518 ,272 ,378 ,445 ,398 ,356 ,253 ,266 ,366 ,469 ,304 ,457 ,176 ,384 ,289 ,455 ,483 ,476 ,499 ,516 ,749 ,681 ,580 ,638 ,546 ,307 ,559 ,236 ,121 ,076 ,074 ,085 ,248 ,179 ,038
7:62-8, ME ,990 ,481 ,761 ,795 ,991 ,894 1,000 ,954 ,944 ,995 ,991 ,921 ,937 ,988 ,994 ,970 ,698 ,977 ,978 ,933 ,878 ,611 ,118 ,130 ,168 ,104 ,103 ,119 ,103 ,096 ,086 ,079 ,098 ,114 ,112 ,110 ,087 ,102 ,076 ,110 ,114 ,140 ,315 ,343 ,565 ,569 ,441 ,538 ,382 ,134 ,391 ,116 ,064 ,048 ,042 ,047 ,063 ,063 ,012
8:62-9, ME ,958 ,604 ,863 ,909 ,966 ,959 ,954 1,000 ,965 ,953 ,947 ,967 ,969 ,962 ,963 ,963 ,793 ,958 ,968 ,927 ,932 ,664 ,293 ,332 ,339 ,259 ,271 ,309 ,307 ,287 ,236 ,244 ,293 ,319 ,256 ,307 ,168 ,298 ,241 ,306 ,307 ,337 ,466 ,473 ,678 ,667 ,555 ,622 ,493 ,287 ,517 ,179 ,093 ,046 ,047 ,059 ,164 ,196 ,065
9:62-10, ME ,933 ,536 ,839 ,870 ,958 ,943 ,944 ,965 1,000 ,954 ,960 ,983 ,993 ,972 ,963 ,983 ,871 ,979 ,944 ,972 ,960 ,671 ,282 ,390 ,375 ,298 ,340 ,385 ,399 ,395 ,318 ,361 ,400 ,404 ,327 ,384 ,175 ,397 ,335 ,365 ,372 ,421 ,481 ,488 ,692 ,710 ,532 ,617 ,488 ,354 ,561 ,199 ,097 ,043 ,044 ,050 ,170 ,151 ,059
10:62-11, ME ,982 ,466 ,757 ,787 ,990 ,893 ,995 ,953 ,954 1,000 ,997 ,927 ,944 ,990 ,995 ,974 ,718 ,982 ,967 ,948 ,883 ,607 ,120 ,157 ,186 ,144 ,129 ,149 ,145 ,142 ,128 ,127 ,143 ,144 ,146 ,139 ,097 ,141 ,121 ,142 ,134 ,168 ,349 ,366 ,583 ,600 ,456 ,554 ,390 ,177 ,418 ,135 ,082 ,058 ,053 ,058 ,086 ,074 ,026
11:62-12, ME ,974 ,431 ,736 ,770 ,984 ,884 ,991 ,947 ,960 ,997 1,000 ,927 ,949 ,986 ,995 ,978 ,737 ,989 ,959 ,961 ,895 ,617 ,089 ,152 ,166 ,157 ,137 ,151 ,164 ,167 ,154 ,165 ,169 ,151 ,160 ,141 ,102 ,165 ,141 ,135 ,129 ,176 ,345 ,354 ,567 ,599 ,435 ,538 ,396 ,194 ,422 ,128 ,077 ,048 ,045 ,049 ,071 ,082 ,031
12:62-13, ME ,916 ,591 ,870 ,909 ,946 ,965 ,921 ,967 ,983 ,927 ,927 1,000 ,981 ,952 ,939 ,963 ,883 ,954 ,934 ,944 ,962 ,675 ,353 ,430 ,431 ,288 ,360 ,414 ,411 ,398 ,320 ,360 ,406 ,442 ,322 ,418 ,173 ,415 ,328 ,394 ,418 ,454 ,467 ,490 ,703 ,696 ,543 ,616 ,490 ,331 ,545 ,197 ,074 ,019 ,017 ,028 ,181 ,156 ,029
13:62-14, ME ,930 ,572 ,851 ,889 ,954 ,941 ,937 ,969 ,993 ,944 ,949 ,981 1,000 ,962 ,954 ,982 ,877 ,974 ,951 ,966 ,965 ,688 ,294 ,396 ,374 ,306 ,334 ,384 ,408 ,405 ,326 ,371 ,412 ,409 ,334 ,391 ,190 ,407 ,341 ,370 ,376 ,424 ,498 ,506 ,696 ,719 ,548 ,630 ,493 ,370 ,581 ,212 ,108 ,054 ,059 ,064 ,181 ,170 ,076
14:62-15, ME ,982 ,509 ,812 ,833 ,988 ,926 ,988 ,962 ,972 ,990 ,986 ,952 ,962 1,000 ,992 ,981 ,758 ,981 ,977 ,948 ,906 ,640 ,212 ,243 ,282 ,161 ,191 ,227 ,204 ,190 ,146 ,154 ,194 ,233 ,186 ,227 ,111 ,203 ,160 ,217 ,233 ,252 ,388 ,415 ,639 ,631 ,494 ,587 ,430 ,208 ,464 ,134 ,052 ,023 ,019 ,023 ,118 ,074 ,037
15:62-17, ME ,984 ,470 ,773 ,810 ,989 ,908 ,994 ,963 ,963 ,995 ,995 ,939 ,954 ,992 1,000 ,974 ,740 ,985 ,970 ,951 ,899 ,616 ,150 ,188 ,218 ,152 ,162 ,182 ,174 ,163 ,136 ,143 ,166 ,181 ,155 ,172 ,106 ,169 ,136 ,168 ,171 ,205 ,362 ,357 ,594 ,602 ,442 ,546 ,406 ,185 ,430 ,108 ,041 ,012 ,009 ,016 ,086 ,097 ,037
16:62-18, ME ,956 ,526 ,812 ,842 ,971 ,923 ,970 ,963 ,983 ,974 ,978 ,963 ,982 ,981 ,974 1,000 ,817 ,988 ,967 ,969 ,947 ,681 ,204 ,286 ,275 ,228 ,252 ,282 ,293 ,299 ,251 ,276 ,298 ,293 ,260 ,279 ,134 ,299 ,247 ,263 ,266 ,316 ,407 ,454 ,639 ,667 ,510 ,597 ,440 ,285 ,502 ,210 ,135 ,100 ,099 ,104 ,126 ,126 ,022
17:62-19, ME ,691 ,510 ,746 ,793 ,739 ,796 ,698 ,793 ,871 ,718 ,737 ,883 ,877 ,758 ,740 ,817 1,000 ,817 ,741 ,875 ,905 ,623 ,361 ,555 ,495 ,460 ,522 ,580 ,652 ,674 ,573 ,686 ,683 ,629 ,509 ,577 ,251 ,687 ,573 ,516 ,535 ,643 ,489 ,541 ,642 ,693 ,498 ,574 ,470 ,526 ,612 ,307 ,124 ,021 ,032 ,043 ,227 ,252 ,060
18:62-20, ME ,963 ,473 ,766 ,807 ,980 ,900 ,977 ,958 ,979 ,982 ,989 ,954 ,974 ,981 ,985 ,988 ,817 1,000 ,961 ,986 ,934 ,651 ,130 ,216 ,207 ,205 ,213 ,228 ,256 ,266 ,232 ,272 ,266 ,237 ,224 ,215 ,127 ,266 ,220 ,194 ,196 ,265 ,364 ,395 ,585 ,623 ,460 ,559 ,408 ,255 ,463 ,156 ,081 ,039 ,040 ,045 ,075 ,119 ,028
19:62-21, ME ,987 ,557 ,820 ,861 ,979 ,916 ,978 ,968 ,944 ,967 ,959 ,934 ,951 ,977 ,970 ,967 ,741 ,961 1,000 ,916 ,910 ,671 ,211 ,218 ,264 ,163 ,163 ,198 ,173 ,157 ,125 ,115 ,158 ,193 ,176 ,193 ,108 ,169 ,136 ,197 ,201 ,216 ,388 ,450 ,633 ,618 ,532 ,617 ,426 ,203 ,466 ,184 ,106 ,083 ,080 ,085 ,136 ,115 ,050
20:62-22, ME ,911 ,447 ,736 ,776 ,939 ,871 ,933 ,927 ,972 ,948 ,961 ,944 ,966 ,948 ,951 ,969 ,875 ,986 ,916 1,000 ,935 ,643 ,122 ,255 ,224 ,276 ,264 ,280 ,343 ,365 ,333 ,397 ,369 ,298 ,293 ,266 ,163 ,365 ,309 ,229 ,228 ,326 ,388 ,424 ,579 ,644 ,455 ,555 ,418 ,333 ,504 ,193 ,097 ,034 ,040 ,046 ,083 ,158 ,052
21:TI-1, ME ,875 ,543 ,821 ,876 ,899 ,916 ,878 ,932 ,960 ,883 ,895 ,962 ,965 ,906 ,899 ,947 ,905 ,934 ,910 ,935 1,000 ,772 ,302 ,427 ,401 ,342 ,393 ,432 ,462 ,462 ,378 ,431 ,463 ,451 ,363 ,424 ,198 ,460 ,387 ,407 ,406 ,472 ,484 ,507 ,668 ,693 ,543 ,628 ,515 ,388 ,571 ,263 ,147 ,084 ,087 ,097 ,191 ,216 ,060
22:64-21, ME ,626 ,395 ,589 ,629 ,620 ,670 ,611 ,664 ,671 ,607 ,617 ,675 ,688 ,640 ,616 ,681 ,623 ,651 ,671 ,643 ,772 1,000 ,200 ,312 ,294 ,257 ,272 ,304 ,392 ,349 ,263 ,291 ,353 ,309 ,255 ,295 ,142 ,331 ,292 ,312 ,291 ,322 ,392 ,468 ,508 ,506 ,596 ,641 ,438 ,314 ,556 ,157 ,062 ,012 ,018 ,024 ,140 ,214 ,044
23:64-33, ME ,135 ,749 ,712 ,634 ,164 ,479 ,118 ,293 ,282 ,120 ,089 ,353 ,294 ,212 ,150 ,204 ,361 ,130 ,211 ,122 ,302 ,200 1,000 ,839 ,906 ,184 ,586 ,728 ,546 ,426 ,185 ,208 ,448 ,793 ,341 ,790 ,159 ,514 ,311 ,765 ,895 ,751 ,406 ,358 ,575 ,347 ,259 ,246 ,358 ,254 ,418 ,211 ,047 ,021 ,013 ,025 ,420 ,094 ,027
24:62-23, FM ,140 ,538 ,633 ,589 ,187 ,490 ,130 ,332 ,390 ,157 ,152 ,430 ,396 ,243 ,188 ,286 ,555 ,216 ,218 ,255 ,427 ,312 ,839 1,000 ,911 ,513 ,780 ,924 ,870 ,785 ,609 ,611 ,814 ,955 ,727 ,979 ,291 ,848 ,718 ,959 ,969 ,914 ,582 ,563 ,695 ,593 ,413 ,407 ,426 ,617 ,646 ,372 ,191 ,115 ,126 ,129 ,483 ,226 ,038
25:62-24, FM ,192 ,580 ,672 ,617 ,218 ,518 ,168 ,339 ,375 ,186 ,166 ,431 ,374 ,282 ,218 ,275 ,495 ,207 ,264 ,224 ,401 ,294 ,906 ,911 1,000 ,429 ,666 ,827 ,683 ,581 ,395 ,364 ,602 ,845 ,527 ,863 ,269 ,643 ,539 ,879 ,916 ,813 ,568 ,555 ,732 ,560 ,442 ,466 ,461 ,464 ,584 ,350 ,109 ,047 ,047 ,056 ,570 ,200 ,076
26:62-34, FM ,109 ,174 ,233 ,260 ,138 ,272 ,104 ,259 ,298 ,144 ,157 ,288 ,306 ,161 ,152 ,228 ,460 ,205 ,163 ,276 ,342 ,257 ,184 ,513 ,429 1,000 ,411 ,541 ,645 ,680 ,803 ,662 ,689 ,477 ,780 ,493 ,413 ,617 ,815 ,575 ,378 ,481 ,620 ,640 ,598 ,689 ,585 ,623 ,491 ,811 ,626 ,360 ,184 ,061 ,104 ,095 ,422 ,439 ,121
27:S1.Tr 1, FM ,102 ,385 ,471 ,448 ,152 ,378 ,103 ,271 ,340 ,129 ,137 ,360 ,334 ,191 ,162 ,252 ,522 ,213 ,163 ,264 ,393 ,272 ,586 ,780 ,666 ,411 1,000 ,944 ,858 ,813 ,582 ,621 ,732 ,841 ,618 ,826 ,249 ,783 ,721 ,846 ,796 ,910 ,394 ,378 ,438 ,398 ,255 ,243 ,374 ,477 ,449 ,293 ,153 ,071 ,081 ,092 ,295 ,253 ,042
28:S1.Tr 2, FM ,124 ,473 ,564 ,530 ,175 ,445 ,119 ,309 ,385 ,149 ,151 ,414 ,384 ,227 ,182 ,282 ,580 ,228 ,198 ,280 ,432 ,304 ,728 ,924 ,827 ,541 ,944 1,000 ,915 ,859 ,657 ,668 ,821 ,944 ,730 ,941 ,314 ,859 ,792 ,953 ,918 ,970 ,529 ,507 ,606 ,540 ,376 ,373 ,391 ,600 ,578 ,344 ,153 ,068 ,082 ,086 ,422 ,237 ,055
29:S1.Tr 3, FM ,097 ,369 ,460 ,459 ,163 ,398 ,103 ,307 ,399 ,145 ,164 ,411 ,408 ,204 ,174 ,293 ,652 ,256 ,173 ,343 ,462 ,392 ,546 ,870 ,683 ,645 ,858 ,915 1,000 ,967 ,791 ,858 ,959 ,902 ,809 ,899 ,346 ,954 ,894 ,886 ,813 ,905 ,584 ,563 ,579 ,602 ,412 ,408 ,414 ,772 ,709 ,352 ,189 ,069 ,095 ,097 ,368 ,328 ,099
30:S1.Tr 4, FM ,083 ,304 ,392 ,396 ,151 ,356 ,096 ,287 ,395 ,142 ,167 ,398 ,405 ,190 ,163 ,299 ,674 ,266 ,157 ,365 ,462 ,349 ,426 ,785 ,581 ,680 ,813 ,859 ,967 1,000 ,821 ,920 ,972 ,850 ,778 ,833 ,340 ,942 ,917 ,827 ,726 ,860 ,589 ,573 ,534 ,622 ,445 ,435 ,342 ,795 ,647 ,367 ,217 ,097 ,123 ,125 ,360 ,326 ,112
31:64-4, FM ,068 ,155 ,230 ,259 ,128 ,253 ,086 ,236 ,318 ,128 ,154 ,320 ,326 ,146 ,136 ,251 ,573 ,232 ,125 ,333 ,378 ,263 ,185 ,609 ,395 ,803 ,582 ,657 ,791 ,821 1,000 ,887 ,854 ,629 ,881 ,648 ,371 ,841 ,885 ,621 ,481 ,625 ,440 ,513 ,423 ,575 ,389 ,390 ,348 ,717 ,508 ,394 ,254 ,129 ,156 ,154 ,289 ,317 ,051
32:64-7, FM ,053 ,171 ,255 ,283 ,130 ,266 ,079 ,244 ,361 ,127 ,165 ,360 ,371 ,154 ,143 ,276 ,686 ,272 ,115 ,397 ,431 ,291 ,208 ,611 ,364 ,662 ,621 ,668 ,858 ,920 ,887 1,000 ,943 ,717 ,747 ,681 ,331 ,916 ,857 ,605 ,538 ,707 ,444 ,444 ,348 ,505 ,326 ,319 ,289 ,719 ,507 ,315 ,179 ,048 ,077 ,081 ,203 ,324 ,093
33:64-E7Sg, FM ,084 ,314 ,404 ,410 ,153 ,366 ,098 ,293 ,400 ,143 ,169 ,406 ,412 ,194 ,166 ,298 ,683 ,266 ,158 ,369 ,463 ,353 ,448 ,814 ,602 ,689 ,732 ,821 ,959 ,972 ,854 ,943 1,000 ,860 ,818 ,855 ,382 ,974 ,914 ,812 ,739 ,834 ,593 ,569 ,543 ,624 ,430 ,426 ,376 ,804 ,666 ,369 ,201 ,077 ,106 ,108 ,349 ,335 ,108
34:64-E7E, FM ,116 ,511 ,609 ,570 ,176 ,469 ,114 ,319 ,404 ,144 ,151 ,442 ,409 ,233 ,181 ,293 ,629 ,237 ,193 ,298 ,451 ,309 ,793 ,955 ,845 ,477 ,841 ,944 ,902 ,850 ,629 ,717 ,860 1,000 ,672 ,976 ,285 ,899 ,721 ,915 ,971 ,980 ,532 ,471 ,579 ,510 ,338 ,321 ,408 ,562 ,558 ,290 ,108 ,022 ,032 ,041 ,396 ,223 ,081
35:64-9, FM ,107 ,251 ,327 ,325 ,152 ,304 ,112 ,256 ,327 ,146 ,160 ,322 ,334 ,186 ,155 ,260 ,509 ,224 ,176 ,293 ,363 ,255 ,341 ,727 ,527 ,780 ,618 ,730 ,809 ,778 ,881 ,747 ,818 ,672 1,000 ,738 ,418 ,833 ,879 ,729 ,588 ,658 ,528 ,624 ,576 ,627 ,422 ,434 ,380 ,818 ,687 ,460 ,302 ,187 ,227 ,211 ,414 ,312 ,103
36:64-10, FM ,116 ,508 ,597 ,554 ,168 ,457 ,110 ,307 ,384 ,139 ,141 ,418 ,391 ,227 ,172 ,279 ,577 ,215 ,193 ,266 ,424 ,295 ,790 ,979 ,863 ,493 ,826 ,941 ,899 ,833 ,648 ,681 ,855 ,976 ,738 1,000 ,283 ,896 ,759 ,952 ,962 ,940 ,583 ,528 ,630 ,562 ,384 ,367 ,399 ,618 ,601 ,316 ,137 ,057 ,065 ,070 ,438 ,214 ,102
37:64-14, FM ,077 ,140 ,169 ,184 ,096 ,176 ,087 ,168 ,175 ,097 ,102 ,173 ,190 ,111 ,106 ,134 ,251 ,127 ,108 ,163 ,198 ,142 ,159 ,291 ,269 ,413 ,249 ,314 ,346 ,340 ,371 ,331 ,382 ,285 ,418 ,283 1,000 ,346 ,364 ,290 ,245 ,298 ,371 ,307 ,272 ,285 ,239 ,231 ,232 ,353 ,337 ,389 ,122 ,049 ,114 ,102 ,329 ,303 ,254
38:64-15, FM ,094 ,351 ,448 ,443 ,159 ,384 ,102 ,298 ,397 ,141 ,165 ,415 ,407 ,203 ,169 ,299 ,687 ,266 ,169 ,365 ,460 ,331 ,514 ,848 ,643 ,617 ,783 ,859 ,954 ,942 ,841 ,916 ,974 ,899 ,833 ,896 ,346 1,000 ,879 ,820 ,790 ,876 ,510 ,520 ,512 ,555 ,357 ,357 ,383 ,731 ,615 ,359 ,176 ,055 ,083 ,087 ,334 ,330 ,075
39:64-16Sg, FM ,071 ,229 ,295 ,303 ,121 ,289 ,076 ,241 ,335 ,121 ,141 ,328 ,341 ,160 ,136 ,247 ,573 ,220 ,136 ,309 ,387 ,292 ,311 ,718 ,539 ,815 ,721 ,792 ,894 ,917 ,885 ,857 ,914 ,721 ,879 ,759 ,364 ,879 1,000 ,795 ,601 ,722 ,618 ,621 ,585 ,687 ,511 ,537 ,352 ,873 ,659 ,335 ,156 ,036 ,067 ,059 ,389 ,330 ,098
40:64-16E, FM ,121 ,493 ,574 ,535 ,164 ,455 ,110 ,306 ,365 ,142 ,135 ,394 ,370 ,217 ,168 ,263 ,516 ,194 ,197 ,229 ,407 ,312 ,765 ,959 ,879 ,575 ,846 ,953 ,886 ,827 ,621 ,605 ,812 ,915 ,729 ,952 ,290 ,820 ,795 1,000 ,918 ,901 ,648 ,606 ,710 ,637 ,497 ,492 ,405 ,669 ,648 ,378 ,202 ,128 ,136 ,138 ,516 ,236 ,072
41:64-16ASg, FM ,125 ,566 ,656 ,599 ,172 ,483 ,114 ,307 ,372 ,134 ,129 ,418 ,376 ,233 ,171 ,266 ,535 ,196 ,201 ,228 ,406 ,291 ,895 ,969 ,916 ,378 ,796 ,918 ,813 ,726 ,481 ,538 ,739 ,971 ,588 ,962 ,245 ,790 ,601 ,918 1,000 ,942 ,506 ,451 ,612 ,476 ,325 ,308 ,407 ,468 ,538 ,277 ,099 ,039 ,043 ,050 ,428 ,170 ,045
42:64-16AE, FM ,140 ,496 ,602 ,567 ,198 ,476 ,140 ,337 ,421 ,168 ,176 ,454 ,424 ,252 ,205 ,316 ,643 ,265 ,216 ,326 ,472 ,322 ,751 ,914 ,813 ,481 ,910 ,970 ,905 ,860 ,625 ,707 ,834 ,980 ,658 ,940 ,298 ,876 ,722 ,901 ,942 1,000 ,503 ,465 ,554 ,493 ,325 ,310 ,410 ,540 ,546 ,318 ,136 ,048 ,061 ,071 ,380 ,248 ,089
43:62-25, BM ,331 ,374 ,486 ,499 ,343 ,499 ,315 ,466 ,481 ,349 ,345 ,467 ,498 ,388 ,362 ,407 ,489 ,364 ,388 ,388 ,484 ,392 ,406 ,582 ,568 ,620 ,394 ,529 ,584 ,589 ,440 ,444 ,593 ,532 ,528 ,583 ,371 ,510 ,618 ,648 ,506 ,503 1,000 ,799 ,756 ,806 ,759 ,733 ,414 ,751 ,756 ,287 ,142 ,060 ,076 ,077 ,533 ,394 ,612
44:62-30, BM ,369 ,391 ,504 ,493 ,375 ,516 ,343 ,473 ,488 ,366 ,354 ,490 ,506 ,415 ,357 ,454 ,541 ,395 ,450 ,424 ,507 ,468 ,358 ,563 ,555 ,640 ,378 ,507 ,563 ,573 ,513 ,444 ,569 ,471 ,624 ,528 ,307 ,520 ,621 ,606 ,451 ,465 ,799 1,000 ,819 ,848 ,859 ,827 ,446 ,779 ,818 ,566 ,419 ,332 ,357 ,344 ,540 ,346 ,344
45:TB-1, BM ,584 ,577 ,752 ,737 ,595 ,749 ,565 ,678 ,692 ,583 ,567 ,703 ,696 ,639 ,594 ,639 ,642 ,585 ,633 ,579 ,668 ,508 ,575 ,695 ,732 ,598 ,438 ,606 ,579 ,534 ,423 ,348 ,543 ,579 ,576 ,630 ,272 ,512 ,585 ,710 ,612 ,554 ,756 ,819 1,000 ,930 ,752 ,820 ,509 ,708 ,831 ,310 ,126 ,058 ,078 ,064 ,514 ,234 ,080
46:TB-2, BM ,574 ,436 ,625 ,640 ,597 ,681 ,569 ,667 ,710 ,600 ,599 ,696 ,719 ,631 ,602 ,667 ,693 ,623 ,618 ,644 ,693 ,506 ,347 ,593 ,560 ,689 ,398 ,540 ,602 ,622 ,575 ,505 ,624 ,510 ,627 ,562 ,285 ,555 ,687 ,637 ,476 ,493 ,806 ,848 ,930 1,000 ,777 ,839 ,456 ,798 ,824 ,329 ,182 ,100 ,121 ,107 ,472 ,265 ,165
47:HR-1, BM ,483 ,400 ,523 ,529 ,468 ,580 ,441 ,555 ,532 ,456 ,435 ,543 ,548 ,494 ,442 ,510 ,498 ,460 ,532 ,455 ,543 ,596 ,259 ,413 ,442 ,585 ,255 ,376 ,412 ,445 ,389 ,326 ,430 ,338 ,422 ,384 ,239 ,357 ,511 ,497 ,325 ,325 ,759 ,859 ,752 ,777 1,000 ,954 ,413 ,605 ,636 ,352 ,211 ,151 ,160 ,156 ,456 ,285 ,250
48:HR-2, BM ,573 ,409 ,564 ,576 ,554 ,638 ,538 ,622 ,617 ,554 ,538 ,616 ,630 ,587 ,546 ,597 ,574 ,559 ,617 ,555 ,628 ,641 ,246 ,407 ,466 ,623 ,243 ,373 ,408 ,435 ,390 ,319 ,426 ,321 ,434 ,367 ,231 ,357 ,537 ,492 ,308 ,310 ,733 ,827 ,820 ,839 ,954 1,000 ,444 ,636 ,680 ,323 ,140 ,079 ,094 ,088 ,463 ,310 ,149
49:64-11, BM ,389 ,374 ,534 ,534 ,416 ,546 ,382 ,493 ,488 ,390 ,396 ,490 ,493 ,430 ,406 ,440 ,470 ,408 ,426 ,418 ,515 ,438 ,358 ,426 ,461 ,491 ,374 ,391 ,414 ,342 ,348 ,289 ,376 ,408 ,380 ,399 ,232 ,383 ,352 ,405 ,407 ,410 ,414 ,446 ,509 ,456 ,413 ,444 1,000 ,344 ,483 ,254 ,184 ,084 ,100 ,107 ,267 ,224 ,109
50:64-22, BM ,133 ,241 ,292 ,304 ,170 ,307 ,134 ,287 ,354 ,177 ,194 ,331 ,370 ,208 ,185 ,285 ,526 ,255 ,203 ,333 ,388 ,314 ,254 ,617 ,464 ,811 ,477 ,600 ,772 ,795 ,717 ,719 ,804 ,562 ,818 ,618 ,353 ,731 ,873 ,669 ,468 ,540 ,751 ,779 ,708 ,798 ,605 ,636 ,344 1,000 ,854 ,372 ,224 ,101 ,148 ,127 ,459 ,386 ,236
51:64-18, BM ,395 ,427 ,548 ,554 ,422 ,559 ,391 ,517 ,561 ,418 ,422 ,545 ,581 ,464 ,430 ,502 ,612 ,463 ,466 ,504 ,571 ,556 ,418 ,646 ,584 ,626 ,449 ,578 ,709 ,647 ,508 ,507 ,666 ,558 ,687 ,601 ,337 ,615 ,659 ,648 ,538 ,546 ,756 ,818 ,831 ,824 ,636 ,680 ,483 ,854 1,000 ,403 ,254 ,146 ,186 ,169 ,470 ,366 ,265
52:62-26, CH ,100 ,153 ,234 ,212 ,117 ,236 ,116 ,179 ,199 ,135 ,128 ,197 ,212 ,134 ,108 ,210 ,307 ,156 ,184 ,193 ,263 ,157 ,211 ,372 ,350 ,360 ,293 ,344 ,352 ,367 ,394 ,315 ,369 ,290 ,460 ,316 ,389 ,359 ,335 ,378 ,277 ,318 ,287 ,566 ,310 ,329 ,352 ,323 ,254 ,372 ,403 1,000 ,901 ,858 ,880 ,883 ,423 ,325 ,101
53:62.28, CH ,039 ,042 ,103 ,079 ,059 ,121 ,064 ,093 ,097 ,082 ,077 ,074 ,108 ,052 ,041 ,135 ,124 ,081 ,106 ,097 ,147 ,062 ,047 ,191 ,109 ,184 ,153 ,153 ,189 ,217 ,254 ,179 ,201 ,108 ,302 ,137 ,122 ,176 ,156 ,202 ,099 ,136 ,142 ,419 ,126 ,182 ,211 ,140 ,184 ,224 ,254 ,901 1,000 ,979 ,982 ,983 ,318 ,181 ,072
54:62-29, CH ,022 ,020 ,067 ,034 ,033 ,076 ,048 ,046 ,043 ,058 ,048 ,019 ,054 ,023 ,012 ,100 ,021 ,039 ,083 ,034 ,084 ,012 ,021 ,115 ,047 ,061 ,071 ,068 ,069 ,097 ,129 ,048 ,077 ,022 ,187 ,057 ,049 ,055 ,036 ,128 ,039 ,048 ,060 ,332 ,058 ,100 ,151 ,079 ,084 ,101 ,146 ,858 ,979 1,000 ,994 ,995 ,218 ,102 ,014
55:EE-11, CH ,018 ,014 ,063 ,030 ,027 ,074 ,042 ,047 ,044 ,053 ,045 ,017 ,059 ,019 ,009 ,099 ,032 ,040 ,080 ,040 ,087 ,018 ,013 ,126 ,047 ,104 ,081 ,082 ,095 ,123 ,156 ,077 ,106 ,032 ,227 ,065 ,114 ,083 ,067 ,136 ,043 ,061 ,076 ,357 ,078 ,121 ,160 ,094 ,100 ,148 ,186 ,880 ,982 ,994 1,000 ,996 ,246 ,148 ,019
56:62-27, CH ,023 ,020 ,072 ,045 ,032 ,085 ,047 ,059 ,050 ,058 ,049 ,028 ,064 ,023 ,016 ,104 ,043 ,045 ,085 ,046 ,097 ,024 ,025 ,129 ,056 ,095 ,092 ,086 ,097 ,125 ,154 ,081 ,108 ,041 ,211 ,070 ,102 ,087 ,059 ,138 ,050 ,071 ,077 ,344 ,064 ,107 ,156 ,088 ,107 ,127 ,169 ,883 ,983 ,995 ,996 1,000 ,228 ,169 ,029
57:64-9H, HH ,078 ,268 ,309 ,277 ,086 ,248 ,063 ,164 ,170 ,086 ,071 ,181 ,181 ,118 ,086 ,126 ,227 ,075 ,136 ,083 ,191 ,140 ,420 ,483 ,570 ,422 ,295 ,422 ,368 ,360 ,289 ,203 ,349 ,396 ,414 ,438 ,329 ,334 ,389 ,516 ,428 ,380 ,533 ,540 ,514 ,472 ,456 ,463 ,267 ,459 ,470 ,423 ,318 ,218 ,246 ,228 1,000 ,308 ,327
58:62-33b, HH ,075 ,085 ,136 ,187 ,060 ,179 ,063 ,196 ,151 ,074 ,082 ,156 ,170 ,074 ,097 ,126 ,252 ,119 ,115 ,158 ,216 ,214 ,094 ,226 ,200 ,439 ,253 ,237 ,328 ,326 ,317 ,324 ,335 ,223 ,312 ,214 ,303 ,330 ,330 ,236 ,170 ,248 ,394 ,346 ,234 ,265 ,285 ,310 ,224 ,386 ,366 ,325 ,181 ,102 ,148 ,169 ,308 1,000 ,282
59:62-35, HH ,016 ,020 ,017 ,039 ,016 ,038 ,012 ,065 ,059 ,026 ,031 ,029 ,076 ,037 ,037 ,022 ,060 ,028 ,050 ,052 ,060 ,044 ,027 ,038 ,076 ,121 ,042 ,055 ,099 ,112 ,051 ,093 ,108 ,081 ,103 ,102 ,254 ,075 ,098 ,072 ,045 ,089 ,612 ,344 ,080 ,165 ,250 ,149 ,109 ,236 ,265 ,101 ,072 ,014 ,019 ,029 ,327 ,282 1,000
Dies ist eine Ähnlichkeitsmatrix

Linkage innerhalb der Gruppen



Zuordnungsübersicht
Schritt Zusammengeführte Cluster Koeffizienten Erstes Vorkommen des Clusters Nächster Schritt
Cluster 1 Cluster 2 Cluster 1 Cluster 2
1 10 11 ,997 0 0 3
2 55 56 ,996 0 0 4
3 10 15 ,996 1 0 5
4 54 55 ,995 0 2 10
5 7 10 ,995 0 3 7
6 9 13 ,993 0 0 12
7 7 14 ,992 5 0 8
8 5 7 ,991 0 7 9
9 1 5 ,989 0 8 13
10 53 54 ,988 0 4 31
11 16 18 ,988 0 0 14
12 9 12 ,986 6 0 19
13 1 19 ,985 9 0 14
14 1 16 ,981 13 11 17
15 34 42 ,980 0 0 24
16 24 36 ,979 0 0 22
17 1 8 ,977 14 0 21
18 3 4 ,975 0 0 37
19 9 21 ,974 12 0 28
20 33 38 ,974 0 0 26
21 1 20 ,972 17 0 25
22 24 41 ,970 16 0 27
23 29 30 ,967 0 0 26
24 28 34 ,964 0 15 30
25 1 6 ,962 21 0 28
26 29 33 ,961 23 20 32
27 24 40 ,956 22 0 30
28 1 9 ,954 25 19 33
29 47 48 ,954 0 0 43
30 24 28 ,947 27 24 35
31 52 53 ,945 0 10 57
32 29 32 ,941 26 0 36
33 1 17 ,936 28 0 37
34 45 46 ,930 0 0 44
35 24 25 ,926 30 0 38
36 29 39 ,924 32 0 39
37 1 3 ,915 33 18 40
38 24 27 ,904 35 0 42
39 29 31 ,902 36 0 41
40 1 22 ,889 37 0 46
41 29 35 ,882 39 0 45
42 23 24 ,880 0 38 51
43 44 47 ,880 0 29 49
44 45 51 ,862 34 0 50
45 29 50 ,859 41 0 47
46 1 2 ,858 40 0 48
47 26 29 ,832 0 45 53
48 1 49 ,822 46 0 52
49 43 44 ,822 0 43 50
50 43 45 ,801 49 44 56
51 23 57 ,799 42 0 55
52 1 37 ,766 48 0 54
53 26 58 ,743 47 0 55
54 1 59 ,709 52 0 56
55 23 26 ,675 51 53 57
56 1 43 ,641 54 50 58
57 23 52 ,522 55 31 58
58 1 23 ,438 56 57 0

Cluster-Zugehörigkeit
Fall Beschriftung 5 Cluster
1:62-1, ME
1
2:62-2, ME
1
3:62-3,ME
1
4:62-5, ME
1
5:62-6, ME
1
6:62-7, ME
1
7:62-8, ME
1
8:62-9, ME
1
9:62-10, ME
1
10:62-11, ME
1
11:62-12, ME
1
12:62-13, ME
1
13:62-14, ME
1
14:62-15, ME
1
15:62-17, ME
1
16:62-18, ME
1
17:62-19, ME
1
18:62-20, ME
1
19:62-21, ME
1
20:62-22, ME
1
21:TI-1, ME
1
22:64-21, ME
1
23:64-33, ME
2
24:62-23, FM
2
25:62-24, FM
2
26:62-34, FM
3
27:S1.Tr 1, FM
2
28:S1.Tr 2, FM
2
29:S1.Tr 3, FM
3
30:S1.Tr 4, FM
3
31:64-4, FM
3
32:64-7, FM
3
33:64-E7Sg, FM
3
34:64-E7E, FM
2
35:64-9, FM
3
36:64-10, FM
2
37:64-14, FM
1
38:64-15, FM
3
39:64-16Sg, FM
3
40:64-16E, FM
2
41:64-16ASg, FM
2
42:64-16AE, FM
2
43:62-25, BM
4
44:62-30, BM
4
45:TB-1, BM
4
46:TB-2, BM
4
47:HR-1, BM
4
48:HR-2, BM
4
49:64-11, BM
1
50:64-22, BM
3
51:64-18, BM
4
52:62-26, CH
5
53:62.28, CH
5
54:62-29, CH
5
55:EE-11, CH
5
56:62-27, CH
5
57:64-9H, HH
2
58:62-33b, HH
3
59:62-35, HH
1

Dendrogramm




* * * * * * H I E R A R C H I C A L  C L U S T E R   A N A L Y S I S * * * * * *


 Dendrogram using Average Linkage (Within Group)

                              Rescaled Distance Cluster Combine

       C A S E        0         5        10        15        20        25
  Label          Num  +---------+---------+---------+---------+---------+

  62-11, ME       10   òø
  62-12, ME       11   òú
  62-17, ME       15   òú
  62-8, ME         7   òú
  62-15, ME       14   òú
  62-6, ME         5   òú
  62-1, ME         1   òú
  62-21, ME       19   òú
  62-18, ME       16   òôòø
  62-20, ME       18   òú ó
  62-9, ME         8   ò÷ ó
  62-22, ME       20   òòòú
  62-7, ME         6   òòòôòø
  62-10, ME        9   òø ó ó
  62-14, ME       13   òôòú ùòø
  62-13, ME       12   ò÷ ó ó ó
  TI-1, ME        21   òòò÷ ó ùòø
  62-19, ME       17   òòòòò÷ ó ó
  62-3,ME          3   òûòòòòò÷ ùòòòø
  62-5, ME         4   ò÷       ó   ùòø
  64-21, ME       22   òòòòòòòòò÷   ó ùòòòòòø
  62-2, ME         2   òòòòòòòòòòòòò÷ ó     ùòòòø
  64-11, BM       49   òòòòòòòòòòòòòòò÷     ó   ùòòòòòø
  64-14, FM       37   òòòòòòòòòòòòòòòòòòòòò÷   ó     ó
  62-35, HH       59   òòòòòòòòòòòòòòòòòòòòòòòòò÷     ó
  TB-1, BM        45   òòòòòûòòòòòòòø                 ùòòòòòòòòòòòòòòòòòø
  TB-2, BM        46   òòòòò÷       ùòòòø             ó                 ó
  64-18, BM       51   òòòòòòòòòòòòò÷   ó             ó                 ó
  HR-1, BM        47   òòòûòòòòòòòø     ùòòòòòòòòòòòòò÷                 ó
  HR-2, BM        48   òòò÷       ùòòòø ó                               ó
  62-30, BM       44   òòòòòòòòòòò÷   ùò÷                               ó
  62-25, BM       43   òòòòòòòòòòòòòòò÷                                 ó
  EE-11, CH       55   òø                                               ó
  62-27, CH       56   òú                                               ó
  62-29, CH       54   òôòòòø                                           ó
  62.28, CH       53   ò÷   ùòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòø     ó
  62-26, CH       52   òòòòò÷                                     ó     ó
  64-E7E, FM      34   òûòø                                       ó     ó
  64-16AE, FM     42   ò÷ ùòø                                     ó     ó
  S1.Tr 2, FM     28   òòò÷ ó                                     ó     ó
  62-23, FM       24   òûòø ùòø                                   ó     ó
  64-10, FM       36   ò÷ ó ó ó                                   ó     ó
  64-16ASg, FM    41   òòòôò÷ ùòø                                 ùòòòòò÷
  64-16E, FM      40   òòò÷   ó ùòø                               ó
  62-24, FM       25   òòòòòòò÷ ó ùòòòòòø                         ó
  S1.Tr 1, FM     27   òòòòòòòòò÷ ó     ùòòòòòòòòòòòø             ó
  64-33, ME       23   òòòòòòòòòòò÷     ó           ó             ó
  64-9H, HH       57   òòòòòòòòòòòòòòòòò÷           ó             ó
  64-E7Sg, FM     33   òòòø                         ó             ó
  64-15, FM       38   òòòôòø                       ó             ó
  S1.Tr 3, FM     29   òòòú ùòø                     ùòòòòòòòòòòòòò÷
  S1.Tr 4, FM     30   òòò÷ ó ùòø                   ó
  64-7, FM        32   òòòòò÷ ó ùòø                 ó
  64-16Sg, FM     39   òòòòòòò÷ ó ùòø               ó
  64-4, FM        31   òòòòòòòòò÷ ó ùòø             ó
  64-9, FM        35   òòòòòòòòòòò÷ ó ùòòòòòòòø     ó
  64-22, BM       50   òòòòòòòòòòòòò÷ ó       ùòòòòò÷
  62-34, FM       26   òòòòòòòòòòòòòòò÷       ó
  62-33b, HH      58   òòòòòòòòòòòòòòòòòòòòòòò÷