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%%Title: src.dvi
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% Color Dictionary / adapted from color.pro
% Graph Dictionary / drawing graphs
% --------------------------------------------
% Vladimir Batagelj
% version 0: 27 mar 1994 experimental version
% version 1: 12 nov 1994 basic set (color, a, e, ... )
% version 2: 25 dec 1994 extensions
% version 3: 5 jan 1995 arct/arcto - level2/level1 --> *arct
% version 4: 12 jan 1995 ce, empty
%
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/Dandelion {0 0.29 0.84 0 }def
/Apricot {0 0.32 0.52 0 }def
/Peach {0 0.50 0.70 0 }def
/Melon {0 0.46 0.50 0 }def
/YellowOrange {0 0.42 1 0 }def
/Orange {0 0.61 0.87 0 }def
/BurntOrange {0 0.51 1 0 }def
/Bittersweet {0 0.75 1 0.24 }def
/RedOrange {0 0.77 0.87 0 }def
/Mahogany {0 0.85 0.87 0.35 }def
/Maroon {0 0.87 0.68 0.32 }def
/BrickRed {0 0.89 0.94 0.28 }def
/Red {0 1 1 0 }def
/OrangeRed {0 1 0.50 0 }def
/RubineRed {0 1 0.13 0 }def
/WildStrawberry{0 0.96 0.39 0 }def
/Salmon {0 0.53 0.38 0 }def
/CarnationPink {0 0.63 0 0 }def
/Magenta {0 1 0 0 }def
/VioletRed {0 0.81 0 0 }def
/Rhodamine {0 0.82 0 0 }def
/Mulberry {0.34 0.90 0 0.02 }def
/RedViolet {0.07 0.90 0 0.34 }def
/Fuchsia {0.47 0.91 0 0.08 }def
/Lavender {0 0.48 0 0 }def
/Thistle {0.12 0.59 0 0 }def
/Orchid {0.32 0.64 0 0 }def
/DarkOrchid {0.40 0.80 0.20 0 }def
/Purple {0.45 0.86 0 0 }def
/Plum {0.50 1 0 0 }def
/Violet {0.79 0.88 0 0 }def
/RoyalPurple {0.75 0.90 0 0 }def
/BlueViolet {0.86 0.91 0 0.04 }def
/Periwinkle {0.57 0.55 0 0 }def
/CadetBlue {0.62 0.57 0.23 0 }def
/CornflowerBlue{0.65 0.13 0 0 }def
/MidnightBlue {0.98 0.13 0 0.43 }def
/NavyBlue {0.94 0.54 0 0 }def
/RoyalBlue {1 0.50 0 0 }def
/Blue {1 1 0 0 }def
/Cerulean {0.94 0.11 0 0 }def
/Cyan {1 0 0 0 }def
/ProcessBlue {0.96 0 0 0 }def
/SkyBlue {0.62 0 0.12 0 }def
/Turquoise {0.85 0 0.20 0 }def
/TealBlue {0.86 0 0.34 0.02 }def
/Aquamarine {0.82 0 0.30 0 }def
/BlueGreen {0.85 0 0.33 0 }def
/Emerald {1 0 0.50 0 }def
/JungleGreen {0.99 0 0.52 0 }def
/SeaGreen {0.69 0 0.50 0 }def
/Green {1 0 1 0 }def
/ForestGreen {0.91 0 0.88 0.12 }def
/PineGreen {0.92 0 0.59 0.25 }def
/LimeGreen {0.50 0 1 0 }def
/YellowGreen {0.44 0 0.74 0 }def
/SpringGreen {0.26 0 0.76 0 }def
/OliveGreen {0.64 0 0.95 0.40 }def
/RawSienna {0 0.72 1 0.45 }def
/Sepia {0 0.83 1 0.70 }def
/Brown {0 0.81 1 0.60 }def
/Tan {0.14 0.42 0.56 0 }def
/Gray {0 0 0 0.50 }def
/Black {0 0 0 1 }def
/White {0 0 0 0 }def
/LightYellow {0 0 0.4 0 }def
/LightCyan {0.2 0 0 0 }def
/LightMagenta {0 0.2 0 0 }def
/LightPurple {0.2 0.2 0 0 }def
/LightGreen {0.2 0 0.3 0 }def
/LightOrange {0 0.2 0.3 0 }def
/Canary {0 0 0.50 0 }def
/LFadedGreen {0.10 0 0.20 0 }def
/Pink {0 0.15 0.05 0 }def
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/GraphPic 50 dict def
GraphPic begin
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/h 9 def % arrow height
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/bc { Black } def % boundary color
/bw { 1 } def % boundary width
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% labels
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{
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% empty
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% figure scaled: x_size y_size phi x y fs
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a(&)2093 6 y($)p 2093 2733 V 2093 2909 a(\045)p -43 2909
1969 7 v -43 6 V 398 902 a Fn(Relational)40 b(Calculator)-8
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983 y Ff(s)252 970 y Fh(\022)24 b Fm(E)19 b Fh(\002)g
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1767 y(visualize)g(net)n(w)n(orks)c(or)g(to)h(giv)n(e)h(in)n(tuitiv)n
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6 y($)p 2093 2733 V 2093 2909 a(\045)p -43 2909 1969
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(data)g(t)n(yp)r(es.)-123 780 y(In)k(the)h(curren)n(t)f(imlemen)n
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1679 y Fh(\017)43 b Fi(equal,)30 b(unequal)g(relations,)h
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Fg(:)14 b(:)g(:)-123 2098 y Fn(2.2)39 b(Basic)g(op)s(erations)h(on)e
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(relations)-54 636 y Fh(\017)43 b Fe(F)-7 b(actorisation)p
Fi(:)39 b(returns)27 b(as)g(a)h(result)g(strongly)h(connected)32
758 y(comp)r(onen)n(ts)f(\(clustering\))k(and)c(the)i(factor)f
(relation.)-54 948 y Fh(\017)43 b Fe(De)l(gr)l(e)l(e)37
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32 1070 y(input,)30 b(output)f(or)f(total)j(degree.)-54
1261 y Fh(\017)43 b Fe(Depth)32 b(p)l(artition)p Fi(;)h(can)f(b)r(e)f
(applied)i(only)g(if)f(a)f(relation)j(is)32 1383 y(acyclic.)-54
1574 y Fh(\017)43 b Fe(Cor)l(e)32 b(p)l(artition)p Fi(:)44
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1696 y(graph)e(in)g(whic)n(h)h(ev)n(ery)g(unit)g(has)f(at)g(least)i
Fg(k)g Fi(neigh)n(b)r(ours)32 1818 y(from)c(the)h(same)f
Fg(k)s Fi(-core.)-54 2008 y Fh(\017)43 b Fe(Bic)l(onne)l(cte)l(d)31
b(c)l(omp)l(onents)p Fi(:)43 b(maximal)31 b(subgraphs)f(with-)32
2130 y(out)f(articulati)q(on)i(p)r(oin)n(ts.)-54 2321
y Fh(\017)43 b Fe(T)-7 b(r)l(ansitive)31 b(skeleton)p
Fi(.)-54 2512 y Fh(\017)43 b Fe(Conc)l(atenation,)30
b(substitution)h(and)g(domain)h(alternation)p Fi(.)-120
3076 y Fl(In)n(ternational)25 b(So)r(cial)f(Net)n(w)n(ork)f
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859 y Fh(\017)k Fi(Creating)30 b(standard)f(and)g(random)e(relations,)j
(clusterings)32 980 y(and)f(p)r(erm)n(utations.)-54 1171
y Fh(\017)43 b Fi(T)-7 b(ransforming)32 b(clustering)k(to)d(p)r(erm)n
(utation)h(or)e(equiv)-5 b(a-)32 1293 y(lence)30 b(relation.)-54
1484 y Fh(\017)43 b Fi(Rearranging)33 b(relational)i(matrix)d
(according)h(to)g(a)e(giv)n(en)32 1606 y(p)r(erm)n(utation.)-54
1797 y Fh(\017)43 b Fi(T)-7 b(ransforming)35 b(clustering)j(to)f(its)g
(canonical)h(form)d(\(to)32 1919 y(compare)28 b(t)n(w)n(o)g
(clusterings)j(easier\).)-54 2109 y Fh(\017)43 b Fi(T)-7
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(determined)c(b)n(y)f(a)h(binary)32 747 y(clustering,)31
b(from)c(a)i(giv)n(en)h(relation.)-54 938 y Fh(\017)43
b Fi(Shrinking)c(of)e(selected)i(units)f(to)g(one)f(unit)h(\(to)g(mak)n
(e)32 1059 y(analysis)31 b(of)e(larger)g(net)n(w)n(orks)g(easier\).)-54
1250 y Fh(\017)43 b Fi(T)-7 b(ransforming)38 b(p)r(erm)n(utation)i(to)f
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1754 y Fh(\017)43 b Fi(Union)29 b(and)f(in)n(tersection)k(of)d
(clusterings.)-54 1944 y Fh(\017)43 b Fi(Determining)30
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2066 y(clustering)h(with)f(resp)r(ect)g(to)f(a)g(giv)n(en)h(relation.)
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(utations.)-120 3076 y Fl(In)n(ternational)d(So)r(cial)f(Net)n(w)n(ork)
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b(6)-220 6 y Fo(')p -220 2733 7 2559 v -220 2909 a(&)2093
6 y($)p 2093 2733 V 2093 2909 a(\045)p -43 2909 1969
7 v -43 6 V -123 180 a Fn(2.5)39 b(Log-\014le)-123 365
y Fb(RelCalc)g Fi(is)g(usually)h(used)e(in)g(the)h(in)n(teractiv)n(e)h
(mo)r(de.)65 b(It)-123 487 y(writes)39 b(the)f(trace)g(of)f(all)i
(user's)e(requests)h(on)n(to)f(a)h(log-\014le.)-123 609
y(This)31 b(\014le)h(can)e(b)r(e)h(later)h(rerun)d(to)i(rep)r(eat)h
(the)f(session)g(and)f(to)-123 731 y(restore)f(the)h(curren)n(t)e
(state;)i(or)f(w)n(e)f(can)h(prepare)g(on)f(suc)n(h)h(\014les)-123
853 y(sequences)h(of)f(commands)d(for)j(standard)f(pro)r(cedures.)-123
1012 y Fm(Example:)40 b Fi(dissimilarit)n(y)32 b(b)r(et)n(w)n(een)d
(clusterings)i Fg(c)1604 1025 y Fl(1)1672 1012 y Fi(and)d
Fg(c)1876 1025 y Fl(2)199 1220 y Fg(d)p Fi(\()p Fg(c)314
1233 y Fl(1)353 1220 y Fg(;)14 b(c)428 1233 y Fl(2)467
1220 y Fi(\))24 b(=)p Fh(j)g Fi(eqv)r(\()p Fg(c)839 1233
y Fl(1)898 1220 y Fh(t)19 b Fg(c)1011 1233 y Fl(2)1050
1220 y Fi(\))h Fh(\010)f Fi(eqv)r(\()p Fg(c)1389 1233
y Fl(1)1448 1220 y Fh(u)g Fg(c)1561 1233 y Fl(2)1600
1220 y Fi(\))25 b Fh(j)-123 1428 y Fb(\045)46 b(RelCalc)g(0.1,)g(April)
g(28,)g(1995)-123 1550 y(Msg)g(Input)g(first)g(clustering)-123
1672 y(RDC)g(?)904 b(\045\045\045)91 b(C)136 b(1)-123
1794 y(Msg)46 b(Input)g(second)h(clustering)-123 1915
y(RDC)f(?)904 b(\045\045\045)91 b(C)136 b(2)-123 2037
y(Msg)46 b(Calculation)-123 2159 y(UnC\(1,2\))770 b(\045\045\045)91
b(C)136 b(3)-123 2281 y(InC\(1,2\))770 b(\045\045\045)91
b(C)136 b(4)-123 2403 y(ClR-3)905 b(\045\045\045)91 b(R)136
b(1)-123 2525 y(ClR-4)905 b(\045\045\045)91 b(R)136 b(2)-123
2647 y(Sum\(1,2\))770 b(\045\045\045)91 b(R)136 b(3)-123
2769 y(Msg)46 b(Result)-120 3076 y Fl(In)n(ternational)25
b(So)r(cial)f(Net)n(w)n(ork)f(Conference,)g(London)42
b(July)24 b(6th)f(-10th)h(1995)p eop
%%Page: 7 8
7 7 bop -120 -141 a Fl(V.)24 b(Batagelj,)h(A.)e(Mrv)l(ar:)32
b Fk(RelCalc)23 b Fl({)h(Relational)h(Calculator)427
b(7)-220 6 y Fo(')p -220 2733 7 2559 v -220 2909 a(&)2093
6 y($)p 2093 2733 V 2093 2909 a(\045)p -43 2909 1969
7 v -43 6 V -43 182 a Fj(3.)46 b(Example:)61 b(Set)47
b(Op)t(erations)f(and)509 363 y(Dissimilarities)-123
530 y Fi(Using)35 b(set)g(op)r(erations)h(on)e(relations,)k(w)n(e)c
(can)h(often)g(rev)n(eal)-123 652 y(in)n(teresting)g(connections)f(b)r
(et)n(w)n(een)f(these)g(relations.)52 b(In)32 b(the)-123
774 y(case)d(of)g(the)h(Wire)g(ro)r(om)d(w)n(e)i(ha)n(v)n(e,)g(for)f
(example:)94 971 y(negativ)n(e)21 b Fh(\\)e Fi(p)r(ositiv)n(e)89
b(=)d Fh(;)226 1119 y Fi(negativ)n(e)21 b Fh(\\)e Fi(help)87
b(=)f Fh(f)p Fi(\()p Fg(W)1186 1132 y Fl(6)1226 1119
y Fg(;)14 b(W)1345 1132 y Fl(7)1384 1119 y Fi(\))p Fh(g)189
1267 y Fi(p)r(ositiv)n(e)22 b Fh(n)d Fi(games)85 b(=)h
Fh(f)p Fi(\()p Fg(W)1186 1279 y Fl(7)1226 1267 y Fg(;)14
b(S)1317 1279 y Fl(1)1355 1267 y Fi(\))p Fg(;)g Fi(\()p
Fg(S)1512 1279 y Fl(1)1552 1267 y Fg(;)g(W)1671 1279
y Fl(7)1710 1267 y Fi(\))p Fh(g)-123 1499 y Fi(The)30
b(follo)n(wing)j(partition)f(in)n(to)e(cliques)i(w)n(as)e(prop)r(osed)f
(in)i(the)-123 1620 y(literature)27 1817 y Fh(C)91 b
Fi(=)86 b Fh(f)29 b(f)p Fg(I)469 1830 y Fl(1)507 1817
y Fg(;)14 b(W)626 1830 y Fl(1)666 1817 y Fg(;)g(W)785
1830 y Fl(2)824 1817 y Fg(;)g(W)943 1830 y Fl(3)982 1817
y Fg(;)g(W)1101 1830 y Fl(4)1140 1817 y Fg(;)g(S)1231
1830 y Fl(1)1270 1817 y Fh(g)p Fg(;)43 b Fh(f)p Fg(I)1461
1830 y Fl(3)1499 1817 y Fh(g)p Fg(;)g Fh(f)p Fg(W)1733
1830 y Fl(5)1772 1817 y Fh(g)p Fg(;)316 1965 y Fh(f)p
Fg(W)440 1978 y Fl(6)479 1965 y Fg(;)14 b(W)598 1978
y Fl(7)637 1965 y Fg(;)g(W)756 1978 y Fl(8)795 1965 y
Fg(;)g(W)914 1978 y Fl(9)954 1965 y Fg(;)g(S)1045 1978
y Fl(4)1083 1965 y Fh(g)p Fg(;)43 b Fh(f)p Fg(S)1289
1978 y Fl(2)1328 1965 y Fh(g)29 b(g)-123 2162 y Fi(Let)21
b(eqv)r(\()p Fh(C)5 b Fi(\))22 b(denote)f(the)g(corresp)r(onding)h
(equiv)-5 b(alence)24 b(relation.)-123 2284 y(If)29 b(w)n(e)g(compute)f
(the)h(relation)661 2480 y(games)18 b Fh(n)i Fi(eqv)q(\()p
Fh(C)5 b Fi(\))-123 2677 y(w)n(e)32 b(can)h(see)f(that)h(the)g(only)h
(unit)f(whic)n(h)g(is)g(in)g(relation)h(with)-123 2799
y(others)29 b(is)h(the)f(unit)h Fg(W)634 2812 y Fl(5)673
2799 y Fi(.)-120 3076 y Fl(In)n(ternational)25 b(So)r(cial)f(Net)n(w)n
(ork)f(Conference,)g(London)42 b(July)24 b(6th)f(-10th)h(1995)p
eop
%%Page: 8 9
8 8 bop -120 -141 a Fl(V.)24 b(Batagelj,)h(A.)e(Mrv)l(ar:)32
b Fk(RelCalc)23 b Fl({)h(Relational)h(Calculator)427
b(8)-220 6 y Fo(')p -220 2733 7 2559 v -220 2909 a(&)2093
6 y($)p 2093 2733 V 2093 2909 a(\045)p -43 2909 1969
7 v -43 6 V -123 160 a Fi(It)33 b(is)g(adjacen)n(t)g(to)g
Fh(f)p Fg(W)645 173 y Fl(1)684 160 y Fg(;)14 b(W)803
173 y Fl(3)842 160 y Fg(;)g(W)961 173 y Fl(4)1000 160
y Fg(;)g(W)1119 173 y Fl(7)1159 160 y Fg(;)g(S)1250 173
y Fl(1)1288 160 y Fh(g)p Fi(.)49 b(All)34 b(these)f(units)-123
282 y(except)27 b Fg(W)225 295 y Fl(7)289 282 y Fi(are)e(in)h(\014rst)f
(class)h(of)f(the)h(partition)h Fh(C)5 b Fi(.)38 b(If)25
b(w)n(e)g(mo)n(v)n(e)-123 404 y(the)k(unit)h Fg(W)288
417 y Fl(5)356 404 y Fi(in)n(to)f(the)h(\014rst)e(class,)i(w)n(e)f(get)
g(a)g(new)g(partition)72 583 y Fh(C)122 548 y Fa(0)233
583 y Fi(=)86 b Fh(f)28 b(f)p Fg(I)538 596 y Fl(1)577
583 y Fg(;)14 b(W)696 596 y Fl(1)735 583 y Fg(;)g(W)854
596 y Fl(2)893 583 y Fg(;)g(W)1012 596 y Fl(3)1051 583
y Fg(;)g(W)1170 596 y Fl(4)1210 583 y Fg(;)g(W)1329 596
y Fl(5)1368 583 y Fg(;)g(S)1459 596 y Fl(1)1498 583 y
Fh(g)p Fg(;)43 b Fh(f)p Fg(I)1689 596 y Fl(3)1727 583
y Fh(g)p Fg(;)386 731 y Fh(f)p Fg(W)510 744 y Fl(6)549
731 y Fg(;)14 b(W)668 744 y Fl(7)707 731 y Fg(;)g(W)826
744 y Fl(8)865 731 y Fg(;)g(W)984 744 y Fl(9)1023 731
y Fg(;)g(S)1114 744 y Fl(4)1153 731 y Fh(g)p Fg(;)43
b Fh(f)p Fg(S)1359 744 y Fl(2)1397 731 y Fh(g)29 b(g)-123
911 y Fi(for)g(whic)n(h)g(games)18 b Fh(n)i Fi(eqv)q(\()p
Fh(C)779 879 y Fa(0)804 911 y Fi(\))k(=)g Fh(f)p Fi(\()p
Fg(W)1109 923 y Fl(5)1148 911 y Fg(;)14 b(W)1267 923
y Fl(7)1307 911 y Fi(\))p Fg(;)g Fi(\()p Fg(W)1492 923
y Fl(7)1532 911 y Fg(;)g(W)1651 923 y Fl(5)1690 911 y
Fi(\))p Fh(g)-123 1065 y Fi(W)-7 b(e)31 b(can)g(measure)f(the)h
(strength)g(of)g(connectedness)h(b)r(et)n(w)n(een)-123
1186 y(t)n(w)n(o)f(relations)i(b)n(y)e(a)f Fe(c)l(o)l(e\016cient)h(of)i
(determinacy)g(of)g(r)l(elation)-123 1308 y Fg(R)f Fe(by)e(r)l(elation)
h Fg(S)513 1599 y(K)6 b Fi(\()p Fg(R)26 b Fh(\))e Fg(S)5
b Fi(\))24 b(=)1042 1541 y Fh(j)g Fg(R)c Fh(\\)f Fg(S)29
b Fh(j)p 1042 1579 316 4 v 1119 1658 a(j)23 b Fg(R)i
Fh(j)-123 1792 y Fg(K)6 b Fi(\()p Fg(R)31 b Fh(\))e Fg(S)5
b Fi(\))30 b(=)f(1,)k(if)g Fg(R)d Fi(=)f Fh(;)p Fi(;)34
b(or)d(b)n(y)h(a)g Fe(c)l(o)l(e\016cient)g(of)i(mutual)-123
1914 y(determinacy)d(of)g(r)l(elations)g Fg(R)h Fe(and)f
Fg(S)513 2204 y(K)6 b Fi(\()p Fg(R)26 b Fh(,)e Fg(S)5
b Fi(\))24 b(=)1042 2146 y Fh(j)g Fg(R)c Fh(\\)f Fg(S)29
b Fh(j)p 1042 2185 V 1042 2263 a(j)24 b Fg(R)c Fh([)f
Fg(S)29 b Fh(j)-123 2398 y Fg(K)6 b Fi(\()p Fg(R)26 b
Fh(,)e Fg(S)5 b Fi(\))24 b(=)g(1,)29 b(if)g Fh(j)24 b
Fg(R)c Fh([)g Fg(S)29 b Fh(j)p Fi(=)23 b Fh(;)p Fi(.)-123
2552 y(Since)30 b Fg(K)6 b Fi(\(eqv)r(\()p Fh(C)427 2520
y Fa(0)452 2552 y Fi(\))24 b Fh(\))g Fi(games)o(\))h(=)f(0)p
Fg(:)p Fi(96429)29 b(the)g(games)f(relation)-123 2673
y(can)k(b)r(e)h(almost)f(completely)i(explained)g(b)n(y)e(the)h(prop)r
(ert)n(y)f(of)-123 2795 y(b)r(elonging)f(to)e(the)g(same)f(clique)k(in)
d Fh(C)1133 2764 y Fa(0)1157 2795 y Fi(.)-120 3076 y
Fl(In)n(ternational)c(So)r(cial)f(Net)n(w)n(ork)f(Conference,)g(London)
42 b(July)24 b(6th)f(-10th)h(1995)p eop
%%Page: 9 10
9 9 bop -120 -141 a Fl(V.)24 b(Batagelj,)h(A.)e(Mrv)l(ar:)32
b Fk(RelCalc)23 b Fl({)h(Relational)h(Calculator)427
b(9)-220 6 y Fo(')p -220 2733 7 2559 v -220 2909 a(&)2093
6 y($)p 2093 2733 V 2093 2909 a(\045)p -43 2909 1969
7 v -43 6 V -123 788 a Fi(W)-7 b(e)29 b(can)g(also)h(de\014ne)f
(dissimilariti)q(es)j(b)r(et)n(w)n(een)d(relations.)200
996 y Fg(D)271 1009 y Ff(H)336 996 y Fi(\()p Fg(R)q(;)14
b(S)5 b Fi(\))87 b(=)f Fh(j)24 b Fg(R)c Fh(\010)f Fg(S)29
b Fh(j)207 1182 y Fg(D)278 1195 y Ff(U)336 1182 y Fi(\()p
Fg(R)q(;)14 b(S)5 b Fi(\))87 b(=)815 1124 y Fh(j)23 b
Fg(R)e Fh(\010)e Fg(S)28 b Fh(j)p 815 1163 325 4 v 820
1241 a(j)23 b Fg(R)d Fh([)g Fg(S)29 b Fh(j)188 1428 y
Fg(D)259 1441 y Ff(M)336 1428 y Fi(\()p Fg(R)q(;)14 b(S)5
b Fi(\))87 b(=)815 1370 y(max)o(\()p Fh(j)24 b Fg(R)c
Fh(n)f Fg(S)29 b Fh(j)p Fg(;)14 b Fh(j)24 b Fg(S)g Fh(n)19
b Fg(R)25 b Fh(j)p Fi(\))p 815 1408 867 4 v 958 1487
a(max)o(\()p Fh(j)f Fg(R)h Fh(j)p Fg(;)14 b Fh(j)24 b
Fg(S)29 b Fh(j)p Fi(\))-123 1675 y(where)35 b Fg(D)203
1688 y Ff(U)261 1675 y Fi(\()p Fg(R)q(;)14 b(S)5 b Fi(\))35
b(=)f Fg(D)696 1688 y Ff(M)773 1675 y Fi(\()p Fg(R)q(;)14
b(S)5 b Fi(\))35 b(=)f(0)p Fg(;)43 b Fi(if)30 b Fg(R)24
b Fh([)f Fg(S)39 b Fi(=)34 b Fh(;)p Fi(.)56 b(W)-7 b(e)-123
1797 y(computed)38 b(the)h(dissimilarit)o(y)i(matrices)e(for)g(Wire)h
(Ro)r(om)-123 1919 y(relations)29 b(and)d(applied)i(the)f(hierarc)n
(hical)h(clustering)h(to)e(them.)-123 2041 y(The)39 b(resulting)i
(dendrograms)c(sho)n(w)h(that)i(they)f(measure)-123 2163
y(di\013eren)n(t)30 b(asp)r(ects)g(of)f(the)g(data.)-120
3076 y Fl(In)n(ternational)c(So)r(cial)f(Net)n(w)n(ork)f(Conference,)g
(London)42 b(July)24 b(6th)f(-10th)h(1995)p eop
%%Trailer
end
userdict /end-hook known{end-hook}if
%%EOF