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76 % PostScript prologue for pstricks.tex.
77 % Version 97 patch 3, 98/06/01
78 % For distribution, see pstricks.tex.
80 /tx@Dict 200 dict def tx@Dict begin
82 /CM { matrix currentmatrix } bind def
83 /SLW /setlinewidth load def
84 /CLW /currentlinewidth load def
85 /CP /currentpoint load def
86 /ED { exch def } bind def
88 /T /translate load def
91 /Atan { /atan load stopped { pop pop 0 } if } def
92 /Div { dup 0 eq { pop } { div } ifelse } def
93 /NET { neg exch neg exch T } def
94 /Pyth { dup mul exch dup mul add sqrt } def
95 /PtoC { 2 copy cos mul 3 1 roll sin mul } def
96 /PathLength@ { /z z y y1 sub x x1 sub Pyth add def /y1 y def /x1 x def }
98 /PathLength { flattenpath /z 0 def { /y1 ED /x1 ED /y2 y1 def /x2 x1 def
99 } { /y ED /x ED PathLength@ } {} { /y y2 def /x x2 def PathLength@ }
100 /pathforall load stopped { pop pop pop pop } if z } def
101 /STP { .996264 dup scale } def
102 /STV { SDict begin normalscale end STP } def
103 /DashLine { dup 0 gt { /a .5 def PathLength exch div } { pop /a 1 def
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105 mul sub z Div round z mul a .5 sub 2 mul y mul add b exch Div dup y mul
106 /y ED x mul /x ED x 0 gt y 0 gt and { [ y x ] 1 a sub y mul } { [ 1 0 ]
107 0 } ifelse setdash stroke } def
108 /DotLine { /b PathLength def /a ED /z ED /y CLW def /z y z add def a 0 gt
109 { /b b a div def } { a 0 eq { /b b y sub def } { a -3 eq { /b b y add
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111 ] a 0 gt { 0 } { y 2 div a -2 gt { neg } if } ifelse setdash 1
112 setlinecap stroke } def
113 /LineFill { gsave abs CLW add /a ED a 0 dtransform round exch round exch
114 2 copy idtransform exch Atan rotate idtransform pop /a ED .25 .25
115 % DG/SR modification begin - Dec. 12, 1997 - Patch 2
116 %itransform translate pathbbox /y2 ED a Div ceiling cvi /x2 ED /y1 ED a
117 itransform pathbbox /y2 ED a Div ceiling cvi /x2 ED /y1 ED a
118 % DG/SR modification end
119 Div cvi /x1 ED /y2 y2 y1 sub def clip newpath 2 setlinecap systemdict
120 /setstrokeadjust known { true setstrokeadjust } if x2 x1 sub 1 add { x1
121 % DG/SR modification begin - Jun. 1, 1998 - Patch 3 (from Michael Vulis)
122 % a mul y1 moveto 0 y2 rlineto stroke /x1 x1 1 add def } repeat grestore }
124 a mul y1 moveto 0 y2 rlineto stroke /x1 x1 1 add def } repeat grestore
126 % DG/SR modification end
127 /BeginArrow { ADict begin /@mtrx CM def gsave 2 copy T 2 index sub neg
128 exch 3 index sub exch Atan rotate newpath } def
129 /EndArrow { @mtrx setmatrix CP grestore end } def
130 /Arrow { CLW mul add dup 2 div /w ED mul dup /h ED mul /a ED { 0 h T 1 -1
131 scale } if w neg h moveto 0 0 L w h L w neg a neg rlineto gsave fill
133 /Tbar { CLW mul add /z ED z -2 div CLW 2 div moveto z 0 rlineto stroke 0
135 /Bracket { CLW mul add dup CLW sub 2 div /x ED mul CLW add /y ED /z CLW 2
136 div def x neg y moveto x neg CLW 2 div L x CLW 2 div L x y L stroke 0
138 /RoundBracket { CLW mul add dup 2 div /x ED mul /y ED /mtrx CM def 0 CLW
139 2 div T x y mul 0 ne { x y scale } if 1 1 moveto .85 .5 .35 0 0 0
140 curveto -.35 0 -.85 .5 -1 1 curveto mtrx setmatrix stroke 0 CLW moveto }
142 /SD { 0 360 arc fill } def
143 /EndDot { { /z DS def } { /z 0 def } ifelse /b ED 0 z DS SD b { 0 z DS
144 CLW sub SD } if 0 DS z add CLW 4 div sub moveto } def
145 /Shadow { [ { /moveto load } { /lineto load } { /curveto load } {
146 /closepath load } /pathforall load stopped { pop pop pop pop CP /moveto
147 load } if ] cvx newpath 3 1 roll T exec } def
148 /NArray { aload length 2 div dup dup cvi eq not { exch pop } if /n exch
150 /NArray { /f ED counttomark 2 div dup cvi /n ED n eq not { exch pop } if
151 f { ] aload /Points ED } { n 2 mul 1 add -1 roll pop } ifelse } def
152 /Line { NArray n 0 eq not { n 1 eq { 0 0 /n 2 def } if ArrowA /n n 2 sub
153 def n { Lineto } repeat CP 4 2 roll ArrowB L pop pop } if } def
154 /Arcto { /a [ 6 -2 roll ] cvx def a r /arcto load stopped { 5 } { 4 }
155 ifelse { pop } repeat a } def
156 /CheckClosed { dup n 2 mul 1 sub index eq 2 index n 2 mul 1 add index eq
157 and { pop pop /n n 1 sub def } if } def
158 /Polygon { NArray n 2 eq { 0 0 /n 3 def } if n 3 lt { n { pop pop }
159 repeat } { n 3 gt { CheckClosed } if n 2 mul -2 roll /y0 ED /x0 ED /y1
160 ED /x1 ED x1 y1 /x1 x0 x1 add 2 div def /y1 y0 y1 add 2 div def x1 y1
161 moveto /n n 2 sub def n { Lineto } repeat x1 y1 x0 y0 6 4 roll Lineto
162 Lineto pop pop closepath } ifelse } def
163 /Diamond { /mtrx CM def T rotate /h ED /w ED dup 0 eq { pop } { CLW mul
164 neg /d ED /a w h Atan def /h d a sin Div h add def /w d a cos Div w add
165 def } ifelse mark w 2 div h 2 div w 0 0 h neg w neg 0 0 h w 2 div h 2
166 div /ArrowA { moveto } def /ArrowB { } def false Line closepath mtrx
168 % DG modification begin - Jan. 15, 1997
169 %/Triangle { /mtrx CM def translate rotate /h ED 2 div /w ED dup 0 eq {
170 %pop } { CLW mul /d ED /h h d w h Atan sin Div sub def /w w d h w Atan 2
171 %div dup cos exch sin Div mul sub def } ifelse mark 0 d w neg d 0 h w d 0
172 %d /ArrowA { moveto } def /ArrowB { } def false Line closepath mtrx
174 /Triangle { /mtrx CM def translate rotate /h ED 2 div /w ED dup
175 CLW mul /d ED /h h d w h Atan sin Div sub def /w w d h w Atan 2
176 div dup cos exch sin Div mul sub def mark 0 d w neg d 0 h w d 0
177 d /ArrowA { moveto } def /ArrowB { } def false Line closepath mtrx
178 % DG/SR modification begin - Jun. 1, 1998 - Patch 3 (from Michael Vulis)
181 % DG/SR modification end
182 /CCA { /y ED /x ED 2 copy y sub /dy1 ED x sub /dx1 ED /l1 dx1 dy1 Pyth
184 /CCA { /y ED /x ED 2 copy y sub /dy1 ED x sub /dx1 ED /l1 dx1 dy1 Pyth
186 /CC { /l0 l1 def /x1 x dx sub def /y1 y dy sub def /dx0 dx1 def /dy0 dy1
187 def CCA /dx dx0 l1 c exp mul dx1 l0 c exp mul add def /dy dy0 l1 c exp
188 mul dy1 l0 c exp mul add def /m dx0 dy0 Atan dx1 dy1 Atan sub 2 div cos
189 abs b exp a mul dx dy Pyth Div 2 div def /x2 x l0 dx mul m mul sub def
190 /y2 y l0 dy mul m mul sub def /dx l1 dx mul m mul neg def /dy l1 dy mul
192 /IC { /c c 1 add def c 0 lt { /c 0 def } { c 3 gt { /c 3 def } if }
193 ifelse /a a 2 mul 3 div 45 cos b exp div def CCA /dx 0 def /dy 0 def }
195 /BOC { IC CC x2 y2 x1 y1 ArrowA CP 4 2 roll x y curveto } def
196 /NC { CC x1 y1 x2 y2 x y curveto } def
197 /EOC { x dx sub y dy sub 4 2 roll ArrowB 2 copy curveto } def
198 /BAC { IC CC x y moveto CC x1 y1 CP ArrowA } def
199 /NAC { x2 y2 x y curveto CC x1 y1 } def
200 /EAC { x2 y2 x y ArrowB curveto pop pop } def
201 /OpenCurve { NArray n 3 lt { n { pop pop } repeat } { BOC /n n 3 sub def
202 n { NC } repeat EOC } ifelse } def
203 /AltCurve { { false NArray n 2 mul 2 roll [ n 2 mul 3 sub 1 roll ] aload
204 /Points ED n 2 mul -2 roll } { false NArray } ifelse n 4 lt { n { pop
205 pop } repeat } { BAC /n n 4 sub def n { NAC } repeat EAC } ifelse } def
206 /ClosedCurve { NArray n 3 lt { n { pop pop } repeat } { n 3 gt {
207 CheckClosed } if 6 copy n 2 mul 6 add 6 roll IC CC x y moveto n { NC }
208 repeat closepath pop pop } ifelse } def
209 /SQ { /r ED r r moveto r r neg L r neg r neg L r neg r L fill } def
210 /ST { /y ED /x ED x y moveto x neg y L 0 x L fill } def
211 /SP { /r ED gsave 0 r moveto 4 { 72 rotate 0 r L } repeat fill grestore }
213 /FontDot { DS 2 mul dup matrix scale matrix concatmatrix exch matrix
214 rotate matrix concatmatrix exch findfont exch makefont setfont } def
215 /Rect { x1 y1 y2 add 2 div moveto x1 y2 lineto x2 y2 lineto x2 y1 lineto
216 x1 y1 lineto closepath } def
217 /OvalFrame { x1 x2 eq y1 y2 eq or { pop pop x1 y1 moveto x2 y2 L } { y1
218 y2 sub abs x1 x2 sub abs 2 copy gt { exch pop } { pop } ifelse 2 div
219 exch { dup 3 1 roll mul exch } if 2 copy lt { pop } { exch pop } ifelse
220 /b ED x1 y1 y2 add 2 div moveto x1 y2 x2 y2 b arcto x2 y2 x2 y1 b arcto
221 x2 y1 x1 y1 b arcto x1 y1 x1 y2 b arcto 16 { pop } repeat closepath }
223 /Frame { CLW mul /a ED 3 -1 roll 2 copy gt { exch } if a sub /y2 ED a add
224 /y1 ED 2 copy gt { exch } if a sub /x2 ED a add /x1 ED 1 index 0 eq {
225 pop pop Rect } { OvalFrame } ifelse } def
226 /BezierNArray { /f ED counttomark 2 div dup cvi /n ED n eq not { exch pop
227 } if n 1 sub neg 3 mod 3 add 3 mod { 0 0 /n n 1 add def } repeat f { ]
228 aload /Points ED } { n 2 mul 1 add -1 roll pop } ifelse } def
229 /OpenBezier { BezierNArray n 1 eq { pop pop } { ArrowA n 4 sub 3 idiv { 6
230 2 roll 4 2 roll curveto } repeat 6 2 roll 4 2 roll ArrowB curveto }
232 /ClosedBezier { BezierNArray n 1 eq { pop pop } { moveto n 1 sub 3 idiv {
233 6 2 roll 4 2 roll curveto } repeat closepath } ifelse } def
234 /BezierShowPoints { gsave Points aload length 2 div cvi /n ED moveto n 1
235 sub { lineto } repeat CLW 2 div SLW [ 4 4 ] 0 setdash stroke grestore }
237 /Parab { /y0 exch def /x0 exch def /y1 exch def /x1 exch def /dx x0 x1
238 sub 3 div def /dy y0 y1 sub 3 div def x0 dx sub y0 dy add x1 y1 ArrowA
239 x0 dx add y0 dy add x0 2 mul x1 sub y1 ArrowB curveto /Points [ x1 y1 x0
240 y0 x0 2 mul x1 sub y1 ] def } def
241 /Grid { newpath /a 4 string def /b ED /c ED /n ED cvi dup 1 lt { pop 1 }
242 if /s ED s div dup 0 eq { pop 1 } if /dy ED s div dup 0 eq { pop 1 } if
243 /dx ED dy div round dy mul /y0 ED dx div round dx mul /x0 ED dy div
244 round cvi /y2 ED dx div round cvi /x2 ED dy div round cvi /y1 ED dx div
245 round cvi /x1 ED /h y2 y1 sub 0 gt { 1 } { -1 } ifelse def /w x2 x1 sub
246 0 gt { 1 } { -1 } ifelse def b 0 gt { /z1 b 4 div CLW 2 div add def
247 /Helvetica findfont b scalefont setfont /b b .95 mul CLW 2 div add def }
248 if systemdict /setstrokeadjust known { true setstrokeadjust /t { } def }
249 { /t { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add
250 exch itransform } bind def } ifelse gsave n 0 gt { 1 setlinecap [ 0 dy n
251 div ] dy n div 2 div setdash } { 2 setlinecap } ifelse /i x1 def /f y1
252 dy mul n 0 gt { dy n div 2 div h mul sub } if def /g y2 dy mul n 0 gt {
253 dy n div 2 div h mul add } if def x2 x1 sub w mul 1 add dup 1000 gt {
254 pop 1000 } if { i dx mul dup y0 moveto b 0 gt { gsave c i a cvs dup
255 stringwidth pop /z2 ED w 0 gt {z1} {z1 z2 add neg} ifelse h 0 gt {b neg}
256 {z1} ifelse rmoveto show grestore } if dup t f moveto g t L stroke /i i
257 w add def } repeat grestore gsave n 0 gt
258 % DG/SR modification begin - Nov. 7, 1997 - Patch 1
259 %{ 1 setlinecap [ 0 dx n div ] dy n div 2 div setdash }
260 { 1 setlinecap [ 0 dx n div ] dx n div 2 div setdash }
261 % DG/SR modification end
262 { 2 setlinecap } ifelse /i y1 def /f x1 dx mul
263 n 0 gt { dx n div 2 div w mul sub } if def /g x2 dx mul n 0 gt { dx n
264 div 2 div w mul add } if def y2 y1 sub h mul 1 add dup 1000 gt { pop
265 1000 } if { newpath i dy mul dup x0 exch moveto b 0 gt { gsave c i a cvs
266 dup stringwidth pop /z2 ED w 0 gt {z1 z2 add neg} {z1} ifelse h 0 gt
267 {z1} {b neg} ifelse rmoveto show grestore } if dup f exch t moveto g
268 exch t L stroke /i i h add def } repeat grestore } def
269 /ArcArrow { /d ED /b ED /a ED gsave newpath 0 -1000 moveto clip newpath 0
270 1 0 0 b grestore c mul /e ED pop pop pop r a e d PtoC y add exch x add
271 exch r a PtoC y add exch x add exch b pop pop pop pop a e d CLW 8 div c
273 /Ellipse { /mtrx CM def T scale 0 0 1 5 3 roll arc mtrx setmatrix } def
274 /Rot { CP CP translate 3 -1 roll neg rotate NET } def
275 /RotBegin { tx@Dict /TMatrix known not { /TMatrix { } def /RAngle { 0 }
276 def } if /TMatrix [ TMatrix CM ] cvx def /a ED a Rot /RAngle [ RAngle
277 dup a add ] cvx def } def
278 /RotEnd { /TMatrix [ TMatrix setmatrix ] cvx def /RAngle [ RAngle pop ]
280 /PutCoor { gsave CP T CM STV exch exec moveto setmatrix CP grestore } def
281 /PutBegin { /TMatrix [ TMatrix CM ] cvx def CP 4 2 roll T moveto } def
282 /PutEnd { CP /TMatrix [ TMatrix setmatrix ] cvx def moveto } def
283 /Uput { /a ED add 2 div /h ED 2 div /w ED /s a sin def /c a cos def /b s
284 abs c abs 2 copy gt dup /q ED { pop } { exch pop } ifelse def /w1 c b
285 div w mul def /h1 s b div h mul def q { w1 abs w sub dup c mul abs } {
286 h1 abs h sub dup s mul abs } ifelse } def
287 /UUput { /z ED abs /y ED /x ED q { x s div c mul abs y gt } { x c div s
288 mul abs y gt } ifelse { x x mul y y mul sub z z mul add sqrt z add } { q
289 { x s div } { x c div } ifelse abs } ifelse a PtoC h1 add exch w1 add
291 /BeginOL { dup (all) eq exch TheOL eq or { IfVisible not { Visible
292 /IfVisible true def } if } { IfVisible { Invisible /IfVisible false def
294 /InitOL { /OLUnit [ 3000 3000 matrix defaultmatrix dtransform ] cvx def
295 /Visible { CP OLUnit idtransform T moveto } def /Invisible { CP OLUnit
296 neg exch neg exch idtransform T moveto } def /BOL { BeginOL } def
297 /IfVisible true def } def
302 %%BeginProcSet: pst-dots.pro
304 %%Title: Dot Font for PSTricks 97 - Version 97, 93/05/07.
305 %%Creator: Timothy Van Zandt <tvz@Princeton.EDU>
306 %%Creation Date: May 7, 1993
309 /FontMatrix [ .001 0 0 .001 0 0 ] def
310 /FontBBox [ 0 0 0 0 ] def
311 /Encoding 256 array def
312 0 1 255 { Encoding exch /.notdef put } for
314 dup (b) 0 get /Bullet put
315 dup (c) 0 get /Circle put
316 dup (C) 0 get /BoldCircle put
317 dup (u) 0 get /SolidTriangle put
318 dup (t) 0 get /Triangle put
319 dup (T) 0 get /BoldTriangle put
320 dup (r) 0 get /SolidSquare put
321 dup (s) 0 get /Square put
322 dup (S) 0 get /BoldSquare put
323 dup (q) 0 get /SolidPentagon put
324 dup (p) 0 get /Pentagon put
325 (P) 0 get /BoldPentagon put
331 /SolidTriangle 1344 def
333 /BoldTriangle 1344 def
337 /SolidPentagon 1093.2 def
339 /BoldPentagon 1093.2 def
344 /Circle { -550 -550 550 550 } def
345 /BoldCircle /Circle load def
346 /Bullet /Circle load def
347 /Triangle { -571.5 -330 571.5 660 } def
348 /BoldTriangle /Triangle load def
349 /SolidTriangle /Triangle load def
350 /Square { -450 -450 450 450 } def
351 /BoldSquare /Square load def
352 /SolidSquare /Square load def
353 /Pentagon { -546.6 -465 546.6 574.7 } def
354 /BoldPentagon /Pentagon load def
355 /SolidPentagon /Pentagon load def
356 /.notdef { 0 0 0 0 } def
358 /CharProcs 20 dict def
361 2 copy dtransform floor .5 add exch floor .5 add exch idtransform
362 3 -1 roll div 3 1 roll exch div exch scale
364 /CirclePath { 0 0 500 0 360 arc closepath } def
365 /Bullet { 500 500 Adjust CirclePath fill } def
366 /Circle { 500 500 Adjust CirclePath .9 .9 scale CirclePath eofill } def
367 /BoldCircle { 500 500 Adjust CirclePath .8 .8 scale CirclePath eofill } def
368 /BoldCircle { CirclePath .8 .8 scale CirclePath eofill } def
370 0 660 moveto -571.5 -330 lineto 571.5 -330 lineto closepath
372 /SolidTriangle { TrianglePath fill } def
373 /Triangle { TrianglePath .85 .85 scale TrianglePath eofill } def
374 /BoldTriangle { TrianglePath .7 .7 scale TrianglePath eofill } def
376 -450 450 moveto 450 450 lineto 450 -450 lineto -450 -450 lineto
379 /SolidSquare { SquarePath fill } def
380 /Square { SquarePath .89 .89 scale SquarePath eofill } def
381 /BoldSquare { SquarePath .78 .78 scale SquarePath eofill } def
390 /SolidPentagon { PentagonPath fill } def
391 /Pentagon { PentagonPath .89 .89 scale PentagonPath eofill } def
392 /BoldPentagon { PentagonPath .78 .78 scale PentagonPath eofill } def
398 Metrics 1 index get exec 0
399 BBoxes 3 index get exec
401 CharProcs begin load exec end
405 1 index /Encoding get exch get
406 1 index /BuildGlyph get exec
409 /PSTricksDotFont exch definefont pop
413 %%BeginProcSet: special.pro
415 TeXDict begin/SDict 200 dict N SDict begin/@SpecialDefaults{/hs 612 N
416 /vs 792 N/ho 0 N/vo 0 N/hsc 1 N/vsc 1 N/ang 0 N/CLIP 0 N/rwiSeen false N
417 /rhiSeen false N/letter{}N/note{}N/a4{}N/legal{}N}B/@scaleunit 100 N
418 /@hscale{@scaleunit div/hsc X}B/@vscale{@scaleunit div/vsc X}B/@hsize{
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1692 D<BF12F0A4640480B865> 123 D<C5BA1280A4C90480B8CA> I E
1697 %%Feature: *Resolution 600dpi
1703 0 0 bop Black Black Black Black Fk 2459 910 a(MO) -6
1704 b(W) g(GLI) 1992 1151 y(Kic) g(k{O\013) 67 b(Meeting) g(|) p
1705 Fj 1198 1882 a(Usabilit) -6 b(y) 75 b(of) j(MBase) g(for) g(MO) -6
1706 b(W) g(GLI) p Fi 2126 2627 a(Markus) 66 b(Mosc) -6 b(hner) p
1707 Fh 1176 2897 a(Univ) h(ersit) g(y) 56 b(of) g(Saarbr) 5
1708 b(\177) -89 b(uc) -5 b(k) g(en,) 55 b(D-66123,) k(German) -5
1709 b(y;) 1811 3104 y(email:) 73 b(mosc) -5 b(hm@math) g(w) g(eb.org) p
1710 Fg 4881 3761 a(15.Marc) l(h) 49 b(2002) p Black Black
1713 0 1 bop Black Black Fh 258 96 a(First) 55 b(Glance) p
1714 Black Ff 271 612 a(\017) p Black Fg 86 w(Managemen) l(t) 50
1715 b(of) f(mathematical) i(kno) l(wledge) p Black Ff 271
1716 922 a(\017) p Black Fg 86 w(Con) l(ten) l(t) f(language:) p
1717 Fh 66 w(OMDo) 5 b(c) p Black Ff 271 1232 a(\017) p Black
1718 Fh 86 w(Dev) -5 b(elopmen) g(t) 56 b(Graph) p Black Ff
1719 271 1542 a(\017) p Black Fg 86 w(Implemen) l(tation) 51
1720 b(based) f(on) f(the) p Fh 430 1714 a(MathW) -14 b(eb) p
1721 Fg 48 w(infrastructure) p Black Ff 271 2024 a(\017) p
1722 Black Fg 86 w(Demo) 49 b(and) h(prerelease) g(a) l(v) -8
1723 b(ailable) p Black Black 90 rotate dyy eop
1725 0 2 bop Black Black Fh 258 96 a(Application) 55 b(of) i(MBase) p
1726 Black Ff 271 567 a(\017) p Black Fg 86 w(Usage) 49 b(for) g(writing) h
1727 (mathematical) h(do) t(cumen) l(ts:) p Black Fh 639 859
1728 a({) p Black Fg 86 w(Structured) f(rep) t(ository) h(of) d
1729 (mathematical) j(concepts) p Black Fh 639 1082 a({) p
1730 Black Fg 86 w(Storing) g(and) e(retrieving) i(mathematical) g(do) t
1731 (cumen) l(ts) p Black Ff 271 1374 a(\017) p Black Fg
1732 86 w(P) l(oten) l(tial) g(use:) p Black Fh 639 1666 a({) p
1733 Black Fg 86 w(Uni\014cation) g(of) e(libraries) p Black
1734 Fh 639 1889 a({) p Black Fg 86 w(Rep) t(ository) h(of) f
1735 (\(standardized\)) p Fh 50 w(XML) p Fg({based) h(do) t(cumen) l(ts) p
1736 Black Fh 639 2112 a({) p Black Fg 86 w(Seman) l(tics{based) h(retriev)
1737 -8 b(al) 50 b(of) f(distributed) i(mathematical) g(facts) p
1738 Black Ff 271 2404 a(\017) p Black Fg 86 w(P) l(ossible) f(use) f
1739 (within) h(MO) l(W) l(GLI:) 430 2576 y(lo) t(cal) h(rep) t(ositories) f
1740 (for) f(a) g(uniform) h(data) f(exc) l(hange) p Black
1741 Ff 271 2868 a(\017) p Black Fg 86 w(Systems) g(in) l(tended) i(to) e
1742 (use) g(it) g(in) h(the) f(near) g(future:) p Black 609
1743 3160 a(1.) p Black 86 w(Activ) l(eMath) h(authoring) h(to) t(ol) p
1744 Black 609 3383 a(2.) p Black 86 w(INKA) d(and) h(\012mega) g(pro) t(of)
1745 g(planner) p Black 609 3607 a(3.) p Black 86 w(Other) p
1746 Fh 49 w(MathW) -14 b(eb) p Fg 48 w(systems) p Black Black
1749 0 3 bop Black Black Fh 258 95 a(F) -14 b(eatures) p Black
1750 Fg 231 611 a(1.) p Black 85 w(Syn) l(tactic) 51 b(supp) t(ort) e(for) p
1751 Fh 49 w(OMDo) 5 b(c) p Fg 49 w(1.1) p Black 231 921 a(2.) p
1752 Black 85 w(W) -12 b(eb) 50 b(in) l(terface) p Black 231
1753 1231 a(3.) p Black 85 w(XMLRPC) e(in) l(terface) 430
1754 1403 y(\(libraries) j(for) e(imp) t(ortan) l(t) h(programming) h
1755 (languages) g(exist\)) p Black 231 1713 a(4.) p Black
1756 85 w(P) l(attern) e(matc) l(hing) h(\(\\case") g(in) p
1757 Fh 49 w(Oz) p Fg(\)) f(|) 430 1885 y(core) h(of) e(seman) l(tics{orien)
1758 l(ted) j(searc) l(h) p Black 231 2195 a(5.) p Black 85
1759 w(Con) l(ten) l(t) f(stored) f(in) g(SQL) h(database) p
1760 Black 231 2505 a(6.) p Black 85 w(Distributions) h(for) e(Lin) l(ux) p
1761 Black Black 90 rotate dyy eop
1763 0 4 bop Black Black Fh 258 96 a(Roadmap) p Black Ff 271
1764 612 a(\017) p Black Fg 86 w(Curren) l(t) 50 b(state:) 64
1765 b(database) 50 b(for) e(mathematical) j(con) l(ten) l(t) p
1766 Black Ff 271 922 a(\017) p Black Fg 86 w(Ongoing) g(w) l(ork:) p
1767 Black Fh 639 1232 a({) p Black Fg 86 w(Better) e(supp) t(ort) g(for) g
1768 (seman) l(tics) p Black Fh 639 1473 a({) p Black Fg 86
1769 w(Con) l(ten) l(t) g(exc) l(hange) h(b) t(et) l(w) l(een) p
1770 Fh 50 w(MBase) p Fg({serv) l(ers) p Black Fh 639 1714
1771 a({) p Black 86 w(Dev) -5 b(elopmen) g(t) 56 b(Graph) p
1772 Fg 49 w(in) l(tegration) p Black Ff 271 2024 a(\017) p
1773 Black Fg 86 w(F) -12 b(uture) 50 b(w) l(ork:) p Black
1774 Fh 639 2334 a({) p Black Fg 86 w(F) -12 b(ul\014ll) 52
1775 b(pro) t(of) d(obligations) j(automatically) 809 2506
1776 y(\(via) p Fh 50 w(MathW) -14 b(eb) p Fg(\)) p Black
1777 Fh 639 2747 a({) p Black Fg 86 w(Syn) l(tax) 50 b(transformators) p
1778 Black Fh 639 2988 a({) p Black Fg 86 w(Logical) h(morphisms) p
1779 Black Black 90 rotate dyy eop
1781 0 5 bop Black Black Fh 258 96 a(Dev) -5 b(elopmen) g(t) 56
1782 b(Graph) p Black Ff 271 612 a(\017) p Black Fg 86 w(Dev) l(elopmen) l
1783 (t) 51 b(b) l(y) e(Dieter) g(Hutter) g(and) g(Serge) h(Autexier) p
1784 Black Ff 271 922 a(\017) p Black Fg 86 w(Directed) g(\(acyclic\)) h
1785 (graphs) e(with) p Black 609 1232 a(1.) p Black 86 w(theories) h(as) f
1786 (no) t(des) p Black 609 1473 a(2.) p Black 86 w(morphisms) h(as) f
1787 (edges) g(|) 809 1645 y(De\014nition) i(and) f(Theorem) f(Links) p
1788 Black Ff 271 1955 a(\017) p Black Fg 86 w(Mec) l(hanism) h(for:) p
1789 Black 609 2265 a(1.) p Black 86 w(F) -12 b(orm) l(ulating) 52
1790 b(theory) d(links) p Black 609 2506 a(2.) p Black 86
1791 w(Pro) l(ving) h(of) f(relations) h(b) t(et) l(w) l(een) f(theories) p
1792 Black Ff 271 2816 a(\017) p Black Fg 86 w(Managemen) l(t) h(of) f
1793 (Change:) 430 2988 y(Computation) i(of) e(pro) t(of) g(obligations) j
1794 (after) c(c) l(hanges) p Black Ff 271 3298 a(\017) p
1795 Black Fg 86 w(Realized) j(in) f(the) p Fh 49 w(MA) -14
1796 b(Y) g(A) p Fg 48 w(system) p Black Black 90 rotate dyy
1799 0 6 bop Black Black Fh 258 95 a(URLs) p Black Ff 271
1800 611 a(\017) p Black Fh 86 w(MBase) p Black 639 921 a({) p
1801 Black Fg 86 w(Homepage:) 66 b(h) l(ttp://www.math) l(w) l(eb.org/m) l
1802 (base) p Black Fh 639 1162 a({) p Black Fg 86 w(Demo:) f(h) l(ttp://m) l
1803 (base.math) l(w) l(eb.org:8080) p Black Fh 639 1403 a({) p
1804 Black Fg 86 w(Bugtrac) l(king:) i(h) l(ttp://bugzilla.math) l(w) l
1805 (eb.org:8000) p Black Fh 639 1644 a({) p Black Fg 86
1806 w(Users) 48 b(mailing) k(list:) 65 b(m) l(base) p Fe(@) p
1807 Fg(math) l(w) l(eb.org) p Black Fh 639 1885 a({) p Black
1808 Fg 86 w(Do) l(wnload) 50 b(of) f(prereleases) h(for) e(Lin) l(ux:) 809
1809 2057 y(h) l(ttp://www.math) l(w) l(eb.org/releases/m) l(base) 809
1810 2230 y(ftp://ftp.ags.uni-sb.de/math) l(w) l(eb.org/releases/m) l(base) p
1811 Black Ff 271 2540 a(\017) p Black Fh 86 w(OMDo) 5 b(c) p
1812 Fg 49 w(:) p Black Fh 639 2850 a({) p Black Fg 86 w(h) l
1813 (ttp://www.math) l(w) l(eb.org/omdo) t(c/index.h) l(tml) p
1814 Black Fh 639 3091 a({) p Black Fg 86 w(Mailing) 52 b(list:) 65
1815 b(omdo) t(c) p Fe(@) p Fg(math) l(w) l(eb.org) p Black
1816 Ff 271 3401 a(\017) p Black Fh 86 w(Dev) -5 b(elopmen) g(t) 56
1817 b(Graph) p Fg(:) p Black Fh 639 3710 a({) p Black Fg
1818 86 w(h) l(ttp://www.dfki.de/) 2114 3677 y(~) 2130 3710
1819 y(ink) -8 b(a/ma) l(y) l(a.h) l(tml) p Black Black 90 rotate
1822 0 7 bop Black Black Black Fh 639 103 a({) p Black Fg
1823 86 w(h) l(ttp://www.dfki.de/vse/systems/ink) -8 b(a/ink) g(a5.h) l(tml)
1824 p Black Ff 271 413 a(\017) p Black Fh 86 w(URLs) 57 b(for) f(Activ) -5
1825 b(eMath) p Black 639 723 a({) p Black Fg 86 w(Homepage:) 66
1826 b(h) l(ttp://www.math) l(w) l(eb.org/activ) l(emath/index.h) l(tml) p
1827 Black Fh 639 964 a({) p Black Fg 86 w(Demo:) f(h) l(ttp://www.math) l
1828 (w) l(eb.org/activ) l(emath/demo/) p Black Fh 639 1205
1829 a({) p Black Fg 86 w(Bugtrac) l(king:) i(h) l
1830 (ttp://leibniz.ags.uni-sb.de:8000/) p Black Black 90 rotate
1833 0 8 bop Black Black Fh 258 96 a(Idea) 57 b(on) f(OMDo) 5
1834 b(c) p Black Ff 271 612 a(\017) p Black Fh 86 w(OMDo) g(c) p
1835 Fg 98 w(=) p Fh 48 w(O) p Fg(p) t(en) 50 b(Markup) f(F) -12
1836 b(ormat) 50 b(for) p Fh 49 w(M) p Fg(athematical) p Fh
1837 50 w(Do) 5 b(c) p Fg(umen) l(ts) p Black Ff 271 922 a(\017) p
1838 Black Fh 86 w(XML) p Fg 49 w(based) p Black Ff 271 1232
1839 a(\017) p Black Fg 86 w(Extension) 50 b(of) p Fh 49 w(Op) 5
1840 b(enMath) p Fg 47 w(standard) p Black Ff 271 1542 a(\017) p
1841 Black Fg 86 w(Univ) l(ersal) 51 b(format) d(for) h(mathematical) i(do) t
1842 (cumen) l(ts) p Black Ff 271 1852 a(\017) p Black Fg
1843 86 w(Flexibilit) l(y) j(for) 48 b(seman) l(tical) j(notions) p
1844 Black Ff 271 2162 a(\017) p Black Fg 86 w(Separating) g(presen) l
1845 (tation) g(and) e(con) l(ten) l(t) p Black Black 90 rotate
1848 0 9 bop Black Black Fh 258 96 a(T) -5 b(yp) 5 b(es) 57
1849 b(of) f(OMDo) 5 b(c) 56 b(items) p Black Ff 271 612 a(\017) p
1850 Black Fg 86 w(Theories) 50 b(and) g(inheritance) p Black
1851 Ff 271 922 a(\017) p Black Fg 86 w(Core) f(mathematical) i(ob) 8
1852 b(jects:) p Black Fh 639 1232 a({) p Black Fg 86 w(De\014nitions) 51
1853 b(and) f(sym) l(b) t(ols) p Black Fh 639 1473 a({) p
1854 Black Fg 86 w(Assertions,) f(axioms) g(and) h(pro) t(ofs) p
1855 Black Ff 271 1783 a(\017) p Black Fg 86 w(F) -12 b(or) 50
1856 b(Con) l(ten) l(t:) p Black Fh 639 2093 a({) p Black
1857 Fg 86 w(metadata:) 66 b(Dublin) 50 b(Core) p Black Fh
1858 639 2334 a({) p Black Fg 86 w(FMP:) f(formal) g(con) l(ten) l(t) p
1859 Black Fh 639 2575 a({) p Black Fg 86 w(CMP:) f(natural) i(language) h
1860 (con) l(ten) l(t) p Black Black 90 rotate dyy eop
1862 0 10 bop Black Black Black Ff 271 96 a(\017) p Black
1863 Fg 86 w(ADT:) 48 b(abstract) h(data) g(t) l(yp) t(es) p
1864 Black Ff 271 406 a(\017) p Black Fg 86 w(Auxiliary) j(elemen) l(ts:) p
1865 Black Fh 639 716 a({) p Black Fg 86 w(System) d(sp) t(eci\014c) h(priv)
1866 -8 b(ate) 50 b(data) p Black Fh 639 957 a({) p Black
1867 Fg 86 w(Applets) p Black Ff 271 1267 a(\017) p Black
1868 Fg 86 w(Presen) l(tation) g(information) p Black Black
1871 0 11 bop Black Black Fh 258 96 a(Usage) 57 b(of) f(OMDo) 5
1872 b(c) p Black Ff 271 612 a(\017) p Black Fg 86 w(Examples) 50
1873 b(of) f(use:) p Black Fh 639 1094 a({) p Black Fg 86
1874 w(Mathematical) i(b) t(o) t(oks) f(in) p Fh 49 w(OMDo) 5
1875 b(c) p Black 639 1335 a({) p Black 86 w(Activ) -5 b(eMath) p
1876 Fg 48 w(group:) 66 b(a) 49 b(w) l(eb{based) h(learning) h(system) d
1877 (for) h(mathematical) i(courses) 809 1508 y(\(sligh) l(tly) g(mo) t
1878 (di\014ed) g(v) l(ersion\)) p Black Fh 639 1749 a({) p
1879 Black 86 w(QMath) p Fg 43 w(b) l(y) 45 b(Alb) t(erto) h(Gonz\023) -73
1880 b(alez) 45 b(P) l(alomo) g(|) g(a) f(fron) l(tend) i(for) p
1881 Fh 44 w(OMDo) 5 b(c) p Fg 44 w(\(needs) 45 b(dev) l(el-) 809
1882 1921 y(opmen) l(t\)) p Black Fh 639 2162 a({) p Black
1883 Fg 86 w(Comm) l(unication) 51 b(standard) f(b) t(et) l(w) l(een) f
1884 (\012mega) g(and) h(TPS) p Black Fh 639 2403 a({) p Black
1885 Fg 86 w(V) -12 b(arious) 50 b(XSL) f(st) l(yle) g(\014les) h(for) e
1886 (transformation) i(in) l(to) g(other) g(formats) p Black
1887 Black 90 rotate dyy eop
1889 0 12 bop Black Black Fd 0 255 a(<theory) 44 b(id="SEMIGROUP">) p
1890 1 0 0 TeXcolorrgb 112 357 a(<metadata>) 204 450 y(<Title>The) f(Theory)
1891 h(SEMIGROUP</Title>) 204 543 y(<Creator) f(role="aut">The) f(OMEGA) j
1892 (system</Creator>) 204 636 y(<Date>2001-5-28</Date>) 112
1893 729 y(</metadata>) p Fc 2308 297 a(9) 2308 359 y(>) 2308
1894 379 y(>) 2308 400 y(>) 2308 421 y(>) 2308 441 y(>) 2308
1895 462 y(=) 2308 586 y(>) 2308 607 y(>) 2308 627 y(>) 2308
1896 648 y(>) 2308 669 y(>) 2308 689 y(;) p Fb 2399 570 a(Metadaten) p
1897 Black 0 1 0 TeXcolorrgb Fd 91 800 a(<commonname>Semi-group) 40
1898 b(theory</commonname>) p Fa 2058 817 a( ) p Fi -143 w(|) -29
1899 b(|) g(|) g(|) g(|) g(|) g(|) g(|) p Fb 60 w(Name) p
1900 Black Fd 91 989 a(<imports) 44 b(id="SEMIGROUP.impfrom.MAGM) o(A"fr) o
1901 (om=) o("MAG) o(MA"t) o(ype=) o("glo) o(bal) o(">) 183
1902 1162 y(<morphism) f(id="SEMIGROUP.impfrom.MAGMA) o(.mo) o(rphi) o(sm"/)
1903 o(>) 91 1334 y(</imports>) p 0 0 1 TeXcolorrgb 112 1440
1904 a(<symbol) h(id="SEMIGROUP"kind="objec) o(t">) 204 1533
1905 y(<commonname>SEMIGROUP</c) o(ommo) o(nna) o(me>) 112
1906 1626 y(</symbol>) p Fc 1759 1370 a(9) 1759 1432 y(>) 1759
1907 1453 y(=) 1759 1577 y(>) 1759 1597 y(;) p Fb 1850 1558
1908 a(Sym) -5 b(b) 5 b(ol-Deklaration) p Black 0.55 1 1 0
1909 TeXcolorcmyk Black 0.55 1 1 0 TeXcolorcmyk 90 rotate
1912 0 13 bop 0.55 1 1 0 TeXcolorcmyk Black 0.55 1 1 0 TeXcolorcmyk
1913 Fd 112 65 a(<definition) 43 b(id="def-SEMIGROUP"for="SE) o(MIGR) o
1914 (OUP") o(type) o(="si) o(mpl) o(e">) 204 158 y(<CMP>Definition) e(of) 46
1915 b(a) f(Semigroup.</CMP>) 204 251 y(<FMP) f(logic="POST">) 295
1916 344 y(<OMOBJ>) 387 437 y(<OMBIND>) 478 530 y(<OMS) h
1917 (cd="POST"name="all-types) o("/>) 478 623 y(<OMBVAR><OMV) e
1918 (name="AA"/></OMBVAR>) 478 716 y(<OMBIND>) 570 809 y(<OMS) h
1919 (cd="mltt"name="lambda"/>) 570 902 y(<OMBVAR>) 661 995
1920 y(<OMATTR>) 752 1088 y(<OMATP><OMS) f(cd="mltt"name="type"/>) 1073
1921 1181 y(<OMA><OMS) g(cd="mltt"name="funtype"/>) o(<OMV) c(name="AA"/>)
1922 1301 1274 y(<OMS) 45 b(cd="GENERIC"name="O"/></O) o(MA><) o(/OMA) o
1923 (TP>) 752 1367 y(<OMV) g(name="S"/>) 661 1460 y(</OMATTR>) 661
1924 1553 y(<OMATTR>) 752 1646 y(<OMATP><OMS) e(cd="mltt"name="type"/>) 1073
1925 1739 y(<OMA><OMS) g(cd="mltt"name="funtype"/>) o(<OMV) c(name="AA"/>)
1926 1301 1832 y(<OMA><OMS) 44 b(cd="mltt"name="funtype"/) o(><OM) o(V) c
1927 (name="AA"/>) 1530 1925 y(<OMV) 45 b(name="AA"/></OMA></OMA><) o(/OMA) o
1928 (TP>) 752 2018 y(<OMV) g(name="OP"/>) 661 2111 y(</OMATTR>) 570
1929 2204 y(</OMBVAR>) 570 2297 y(<OMA>) 661 2390 y(<OMS) g
1930 (cd="BASE"name="AND"/>) 661 2483 y(<OMA><OMS) e
1931 (cd="TYPED-SET"name="NOT-EMP) o(TY"/) o(><O) o(MV) d(name="S"/></OMA>)
1932 661 2576 y(<OMA>) 752 2669 y(<OMS) 45 b(cd="BASE"name="AND"/>) 752
1933 2762 y(<OMA><OMS) f(cd="STRUCT"name="CLOSED-U) o(NDER) o("/>) 981
1934 2854 y(<OMV) h(name="S"/><OMV) d(name="OP"/></OMA>) 752
1935 2947 y(<OMA><OMS) i(cd="STRUCT"name="ASSOCIAT) o(IVE") o(/>) 981
1936 3040 y(<OMV) h(name="S"/><OMV) d(name="OP"/></OMA>) 661
1937 3133 y(</OMA></OMA>) 478 3226 y(</OMBIND></OMBIND>) 295
1938 3319 y(</OMOBJ>) 204 3412 y(</FMP>) 112 3505 y(</definition>) p
1939 Fc 3634 31 a(9) 3634 93 y(>) 3634 114 y(>) 3634 134 y(>) 3634
1940 155 y(>) 3634 176 y(>) 3634 196 y(>) 3634 217 y(>) 3634
1941 238 y(>) 3634 258 y(>) 3634 279 y(>) 3634 300 y(>) 3634
1942 320 y(>) 3634 341 y(>) 3634 362 y(>) 3634 382 y(>) 3634
1943 403 y(>) 3634 424 y(>) 3634 444 y(>) 3634 465 y(>) 3634
1944 486 y(>) 3634 506 y(>) 3634 527 y(>) 3634 548 y(>) 3634
1945 568 y(>) 3634 589 y(>) 3634 610 y(>) 3634 630 y(>) 3634
1946 651 y(>) 3634 672 y(>) 3634 692 y(>) 3634 713 y(>) 3634
1947 733 y(>) 3634 754 y(>) 3634 775 y(>) 3634 795 y(>) 3634
1948 816 y(>) 3634 837 y(>) 3634 857 y(>) 3634 878 y(>) 3634
1949 899 y(>) 3634 919 y(>) 3634 940 y(>) 3634 961 y(>) 3634
1950 981 y(>) 3634 1002 y(>) 3634 1023 y(>) 3634 1043 y(>) 3634
1951 1064 y(>) 3634 1085 y(>) 3634 1105 y(>) 3634 1126 y(>) 3634
1952 1147 y(>) 3634 1167 y(>) 3634 1188 y(>) 3634 1209 y(>) 3634
1953 1229 y(>) 3634 1250 y(>) 3634 1271 y(>) 3634 1291 y(>) 3634
1954 1312 y(>) 3634 1333 y(>) 3634 1353 y(>) 3634 1374 y(>) 3634
1955 1395 y(>) 3634 1415 y(>) 3634 1436 y(>) 3634 1457 y(>) 3634
1956 1477 y(>) 3634 1498 y(>) 3634 1519 y(>) 3634 1539 y(>) 3634
1957 1560 y(>) 3634 1581 y(>) 3634 1601 y(>) 3634 1622 y(>) 3634
1958 1643 y(>) 3634 1663 y(>) 3634 1684 y(>) 3634 1705 y(=) 3634
1959 1829 y(>) 3634 1849 y(>) 3634 1870 y(>) 3634 1891 y(>) 3634
1960 1911 y(>) 3634 1932 y(>) 3634 1953 y(>) 3634 1973 y(>) 3634
1961 1994 y(>) 3634 2015 y(>) 3634 2035 y(>) 3634 2056 y(>) 3634
1962 2077 y(>) 3634 2097 y(>) 3634 2118 y(>) 3634 2139 y(>) 3634
1963 2159 y(>) 3634 2180 y(>) 3634 2201 y(>) 3634 2221 y(>) 3634
1964 2242 y(>) 3634 2263 y(>) 3634 2283 y(>) 3634 2304 y(>) 3634
1965 2325 y(>) 3634 2345 y(>) 3634 2366 y(>) 3634 2387 y(>) 3634
1966 2407 y(>) 3634 2428 y(>) 3634 2448 y(>) 3634 2469 y(>) 3634
1967 2490 y(>) 3634 2510 y(>) 3634 2531 y(>) 3634 2552 y(>) 3634
1968 2572 y(>) 3634 2593 y(>) 3634 2614 y(>) 3634 2634 y(>) 3634
1969 2655 y(>) 3634 2676 y(>) 3634 2696 y(>) 3634 2717 y(>) 3634
1970 2738 y(>) 3634 2758 y(>) 3634 2779 y(>) 3634 2800 y(>) 3634
1971 2820 y(>) 3634 2841 y(>) 3634 2862 y(>) 3634 2882 y(>) 3634
1972 2903 y(>) 3634 2924 y(>) 3634 2944 y(>) 3634 2965 y(>) 3634
1973 2986 y(>) 3634 3006 y(>) 3634 3027 y(>) 3634 3048 y(>) 3634
1974 3068 y(>) 3634 3089 y(>) 3634 3110 y(>) 3634 3130 y(>) 3634
1975 3151 y(>) 3634 3172 y(>) 3634 3192 y(>) 3634 3213 y(>) 3634
1976 3234 y(>) 3634 3254 y(>) 3634 3275 y(>) 3634 3296 y(>) 3634
1977 3316 y(>) 3634 3337 y(>) 3634 3358 y(>) 3634 3378 y(>) 3634
1978 3399 y(>) 3634 3420 y(>) 3634 3440 y(;) p Fb 3725 1812
1979 a(De\014nition) p Black Fd 0 3610 a(</theory>) p Black
1980 Black 90 rotate dyy eop
1983 userdict /end-hook known{end-hook}if
projects / helm.git / blob