% Publisher V2.0; /ati/src/pub3.0.4/lib/indexproc/RCS/
\beginindex
\indexalphagroup{A}
\indexentry{0}{abs}{25, 54}
\indexentry{0}{abs\Symuns []f}{54}
\indexentry{0}{addmax\Symuns []product}{73}
\indexentry{0}{addmin\Symuns []product}{73}
\indexentry{0}{after\Symuns []last}{95}
\indexentry{0}{aint}{26}
\indexentry{0}{anint}{27}
\indexentry{0}{arg\Symuns []f}{54}
\indexalphagroup{B}
\indexentry{0}{blue}{56, 94}
\indexalphagroup{C}
\indexentry{0}{card}{34, 35, 39, 51}
\indexentry{0}{cdr}{24}
\indexentry{0}{ceil}{27, 54}
\indexentry{0}{chi\Symuns []contains}{52}
\indexentry{0}{chi\Symuns []eq}{52}
\indexentry{0}{chi\Symuns []ge}{52}
\indexentry{0}{chi\Symuns []gt}{52}
\indexentry{0}{chi\Symuns []le}{52}
\indexentry{0}{chi\Symuns []lt}{52}
\indexentry{0}{chi\Symuns []ne}{52}
\indexentry{0}{choice}{34, 35, 39}
\indexentry{0}{clone\Symuns []self}{81--87}
\indexentry{0}{closure}{81, 109}
\indexentry{0}{compare}{36, 39}
\indexentry{0}{compose}{54, 55}
\indexentry{0}{comprehensive}{11, 30, 42, 107}
\indexentry{0}{concat}{24, 99}
\indexentry{0}{conj}{54}
\indexentry{0}{contains}{34, 39, 82, 83}
\indexentry{0}{copy constructor}{81}
\indexentry{0}{cos}{54}
\indexalphagroup{D}
\indexentry{0}{data\Symuns []start}{96}
\indexentry{0}{del}{98}
\indexentry{0}{delBack}{98}
\indexentry{0}{delFront}{98}
\indexentry{0}{delNth}{98}
\indexentry{0}{delValue}{98}
\indexentry{0}{derange}{23, 25}
\indexentry{0}{deriving}{81}
\indexentry{0}{destructor}{81}
\indexentry{0}{dim}{23, 34}
\indexentry{0}{discrete point set}{69}
\indexentry{0}{display}{60}
\indexentry{0}{domain}{37, 40, 51, 62, 64, 72}
\indexalphagroup{E}
\indexentry{0}{empty}{34, 35, 39, 98}
\indexentry{0}{enorm}{23, 25}
\indexentry{0}{\tyxffmxmono []EQUAL\tyxffmxendmono []}{91}
\indexentry{0}{equal}{83}
\indexentry{0}{exp}{54}
\indexentry{0}{extend}{50}
\indexentry{0}{extend\Symuns []to\Symuns []point}{24}
\indexentry{0}{extensive}{11, 30, 34--36, 39, 42, 51, 61, 83, 85, 107}
\indexalphagroup{F}
\indexentry{0}{fabs}{25, 54}
\indexentry{0}{first}{98}
\indexentry{0}{floor}{27, 54}
\indexentry{0}{forward}{100}
\indexalphagroup{G}
\indexentry{0}{gamma}{64}
\indexentry{0}{generic\Symuns []product}{75--77}
\indexentry{0}{green}{56, 94}
\indexalphagroup{H}
\indexentry{0}{head}{98}
\indexentry{0}{histogram}{113}
\indexentry{0}{hit\Symuns []miss}{78}
\indexalphagroup{I}
\indexentry{0}{\tyxffmxmono []IA\tyxffmxendmono []}{89}
\indexentry{0}{\tyxffmxmono []IA::abort\Symuns []on\Symuns
 []throw\tyxffmxendmono []}{89}
\indexentry{0}{\tyxffmxmono []IA::Error\tyxffmxendmono []}{89}
\indexentry{0}{\tyxffmxmono []IA::index\Symuns []of\Symuns
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\indexentry{0}{\tyxffmxmono []IA::LatticeRelation\tyxffmxendmono []}{90}
\indexentry{0}{\tyxffmxmono []IA::throw\Symuns []on\Symuns []index\Symuns
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\indexentry{0}{\tyxffmxmono []IA\Symuns []Array\Symlt []\mthxgkxtau []\Symgt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []Array\Symlt []T\Symgt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []Bit\tyxffmxendmono []}{91}
\indexentry{0}{\tyxffmxmono []IA\Symuns []boxy\Symuns []pset\tyxffmxendmono
 []}{35}
\indexentry{0}{\tyxffmxmono []IA\Symuns []ClosureDT\Symlt []I\Symgt
 []\tyxffmxendmono []}{86}
\indexentry{0}{\tyxffmxmono []IA\Symuns []ClosureI\Symlt []P,T\Symgt
 []\tyxffmxendmono []}{84}
\indexentry{0}{\tyxffmxmono []IA\Symuns []ClosurePS\Symlt []\mthxgkxtau
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\indexentry{0}{\tyxffmxmono []IA\Symuns []DDTemplate\Symlt []I\Symgt
 []\tyxffmxendmono []}{71}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Deque\Symlt []\mthxgkxtau []\Symgt
 []\tyxffmxendmono []}{96}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Deque\Symlt []T\Symgt
 []\tyxffmxendmono []}{96}
\indexentry{0}{\tyxffmxmono []IA\Symuns []DequeIter\Symlt []T\Symgt
 []\tyxffmxendmono []}{99}
\indexentry{0}{\tyxffmxmono []IA\Symuns []empty\Symuns []fpset\tyxffmxendmono
 []}{35}
\indexentry{0}{\tyxffmxmono []IA\Symuns []empty\Symuns []ipset\tyxffmxendmono
 []}{35}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Image\Symlt []IA\Symuns []Point\Symlt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []Image\Symlt []IA\Symuns []Point\Symlt
 []int\Symgt [],complex\Symgt []\tyxffmxendmono []}{44}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Image\Symlt []IA\Symuns []Point\Symlt
 []int\Symgt [],float\Symgt []\tyxffmxendmono []}{44}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Image\Symlt []IA\Symuns []Point\Symlt
 []int\Symgt [],IA\Symuns []Bit\Symgt []\tyxffmxendmono []}{44}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Image\Symlt []IA\Symuns []Point\Symlt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []Image\Symlt []IA\Symuns []Point\Symlt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []Image\Symlt []IA\Symuns []Point\Symlt
 []int\Symgt [],u\Symuns []char\Symgt []\tyxffmxendmono []}{44}
\indexentry{0}{\tyxffmxmono []IA\Symuns []IPIter\Symlt []P,T\Symgt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []IVIter\Symlt []P,T\Symgt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []List\Symlt []\mthxgkxtau []\Symgt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []List\Symlt []T\Symgt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []ListIter\Symlt []T\Symgt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []Neighborhood\Symlt []P,Q\Symgt
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\indexentry{0}{\tyxffmxmono []IA\Symuns []Point\Symlt []double\Symgt
 []\tyxffmxendmono []}{20}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Point\Symlt []int\Symgt
 []\tyxffmxendmono []}{20}
\indexentry{0}{\tyxffmxmono []IA\Symuns []PSIter\Symlt []T\Symgt
 []\tyxffmxendmono []}{36}
\indexentry{0}{\tyxffmxmono []IA\Symuns []RGB\tyxffmxendmono []}{92, 93}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Set\Symlt []\mthxgkxtau []\Symgt
 []\tyxffmxendmono []}{37}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Set\Symlt []IA\Symuns []Point\Symlt
 []double\Symgt []\Symgt []\tyxffmxendmono []}{32}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Set\Symlt []IA\Symuns []Point\Symlt
 []int\Symgt []\Symgt []\tyxffmxendmono []}{32}
\indexentry{0}{\tyxffmxmono []IA\Symuns []SetIter\Symlt []T\Symgt [](
 )\tyxffmxendmono []}{39}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Stack\Symlt []\mthxgkxtau []\Symgt
 []\tyxffmxendmono []}{96}
\indexentry{0}{\tyxffmxmono []IA\Symuns []Stack\Symlt []T\Symgt
 []\tyxffmxendmono []}{96}
\indexentry{0}{\tyxffmxmono []ia\Symuns []throw\tyxffmxendmono []}{89}
\indexentry{0}{\tyxffmxmono []IA\Symuns []universal\Symuns
 []fpset\tyxffmxendmono []}{35}
\indexentry{0}{\tyxffmxmono []IA\Symuns []universal\Symuns
 []ipset\tyxffmxendmono []}{35}
\indexentry{0}{imag\Symuns []f}{54}
\indexentry{0}{image-neighborhood reduction}{64}
\indexentry{0}{image-template product}{72, 75, 76}
\indexentry{0}{index}{35}
\indexentry{0}{inf}{25, 35}
\indexentry{0}{inorm}{25}
\indexentry{0}{ins}{98}
\indexentry{0}{insBack}{98}
\indexentry{0}{insFront}{98}
\indexentry{0}{irint}{27}
\indexentry{0}{isqrt}{53}
\indexentry{0}{iteration order}{36, 39}
\indexalphagroup{L}
\indexentry{0}{last}{95, 98}
\indexentry{0}{len}{96}
\indexentry{0}{length}{98}
\indexentry{0}{lengthen}{96}
\indexentry{0}{linear\Symuns []product}{72}
\indexentry{0}{log}{54}
\indexalphagroup{M}
\indexentry{0}{max}{25, 35, 39, 53, 66, 78, 80}
\indexentry{0}{min}{25, 35, 39, 53, 66, 79, 80}
\indexentry{0}{mnorm}{25}
\indexentry{0}{\tyxffmxmono []MP\Symuns []SUBSET\tyxffmxendmono []}{91}
\indexentry{0}{\tyxffmxmono []MP\Symuns []SUPERSET\tyxffmxendmono []}{91}
\indexentry{0}{mulmax\Symuns []product}{74}
\indexentry{0}{mulmin\Symuns []product}{74}
\indexalphagroup{N}
\indexentry{0}{neighborhood\Symuns []reduction}{65, 66}
\indexentry{0}{nint}{27}
\indexentry{0}{\tyxffmxmono []NO\Symuns []REL\tyxffmxendmono []}{91}
\indexalphagroup{O}
\indexentry{0}{operator \mthxsyxmn []\mthxsyxmn []}{22}
\indexentry{0}{operator !}{49, 92}
\indexentry{0}{operator !=}{22, 33, 38, 49, 92, 93}
\indexentry{0}{operator \Sympct []}{21, 48}
\indexentry{0}{operator \Sympct []=}{21, 48}
\indexentry{0}{operator \Symand []}{22, 33, 38, 49, 92}
\indexentry{0}{operator \Symand []\Symand []}{49}
\indexentry{0}{operator \Symand []=}{22, 34, 49, 92}
\indexentry{0}{operator ()}{21, 36, 40, 48, 62, 64, 71, 81, 82, 84--87, 100}
\indexentry{0}{operator *}{21, 48, 92}
\indexentry{0}{operator *=}{21, 48}
\indexentry{0}{operator +}{21, 33, 48, 80}
\indexentry{0}{operator ++}{21, 22}
\indexentry{0}{operator +=}{21, 33, 48}
\indexentry{0}{operator -}{21, 33, 48}
\indexentry{0}{operator -=}{21, 33, 48}
\indexentry{0}{operator /}{21, 34, 38, 48}
\indexentry{0}{operator /=}{21, 34, 48}
\indexentry{0}{operator \Symlt []}{22, 33, 38, 48, 92}
\indexentry{0}{operator \Symlt []\Symlt []}{22, 27, 49, 92, 93}
\indexentry{0}{operator \Symlt []\Symlt []=}{22, 49}
\indexentry{0}{operator \Symlt []=}{22, 33, 38, 49, 92}
\indexentry{0}{operator =}{21, 32, 36, 38, 40, 48, 62, 64, 71, 92, 93, 95, 97}
\indexentry{0}{operator ==}{22, 33, 38, 49, 92, 93}
\indexentry{0}{operator \Symgt []}{22, 33, 38, 49, 92}
\indexentry{0}{operator \Symgt []=}{22, 33, 38, 49, 92}
\indexentry{0}{operator \Symgt []\Symgt []}{22, 49}
\indexentry{0}{operator \Symgt []\Symgt []=}{22, 49}
\indexentry{0}{operator \Symlbk []\Symrbk []}{21, 48, 85, 95, 97}
\indexentry{0}{operator \Symhat []}{22, 34, 38, 49, 92}
\indexentry{0}{operator \Symhat []=}{23, 34, 50, 92}
\indexentry{0}{operator int}{92}
\indexentry{0}{operator \Symor []}{22, 33, 38, 49, 92}
\indexentry{0}{operator \Symor []=}{23, 34, 50, 92}
\indexentry{0}{operator \Symor []\Symor []}{49}
\indexentry{0}{operator \Symnot []}{22, 32, 33, 49}
\indexentry{0}{output}{83}
\indexalphagroup{P}
\indexentry{0}{\tyxffmxmono []P\Symuns []SUBSET\tyxffmxendmono []}{91}
\indexentry{0}{\tyxffmxmono []P\Symuns []SUPERSET\tyxffmxendmono []}{91}
\indexentry{0}{PGM}{111}
\indexentry{0}{pixel iterator}{61}
\indexentry{0}{point sets}{30}
\indexentry{0}{point type}{41}
\indexentry{0}{pointcmp}{26}
\indexentry{0}{pop}{98}
\indexentry{0}{portable gray map}{111}
\indexentry{0}{print\Symuns []this}{85, 87}
\indexentry{0}{product}{25, 53, 67}
\indexentry{0}{pseudo\Symuns []div}{53}
\indexentry{0}{pseudo\Symuns []inv}{53}
\indexentry{0}{pseudocolor}{94}
\indexentry{0}{push}{98}
\indexalphagroup{R}
\indexentry{0}{range}{51}
\indexentry{0}{read\Symuns []int\Symuns []PGM}{57}
\indexentry{0}{read\Symuns []PBM}{56}
\indexentry{0}{read\Symuns []PGM}{57}
\indexentry{0}{read\Symuns []uchar\Symuns []PGM}{57}
\indexentry{0}{real\Symuns []f}{54}
\indexentry{0}{red}{56, 94}
\indexentry{0}{reduce}{50}
\indexentry{0}{reset}{37, 40, 62}
\indexentry{0}{resize}{96}
\indexentry{0}{restrict}{50}
\indexentry{0}{restrict\Symuns []assign}{51}
\indexentry{0}{reverse}{99}
\indexentry{0}{rint}{27}
\indexalphagroup{S}
\indexentry{0}{scope resolution operator}{60}
\indexentry{0}{set}{30}
\indexentry{0}{shorten}{96}
\indexentry{0}{sin}{54}
\indexentry{0}{sqr}{53}
\indexentry{0}{sqrt}{53}
\indexentry{0}{static}{60}
\indexentry{0}{strict\Symuns []ne}{52}
\indexentry{0}{sub}{99}
\indexentry{0}{sum}{25, 53, 67, 79}
\indexentry{0}{sup}{25, 35}
\indexalphagroup{T}
\indexentry{0}{tail}{98}
\indexentry{0}{tan}{54}
\indexentry{0}{template-template product}{79}
\indexentry{0}{to\Symuns []bit}{51}
\indexentry{0}{to\Symuns []float}{52, 94}
\indexentry{0}{to\Symuns []int}{52, 94}
\indexentry{0}{to\Symuns []uchar}{52}
\indexentry{0}{translate}{51}
\indexentry{0}{transpose}{36, 54}
\indexentry{0}{trunc}{27}
\indexalphagroup{U}
\indexentry{0}{\tyxffmxmono []UNKNOWN\tyxffmxendmono []}{91}
\indexalphagroup{V}
\indexentry{0}{value iterator}{61, 113}
\indexentry{0}{value sets}{30}
\indexentry{0}{value type}{42}
\indexentry{0}{value\Symuns []array}{51}
\indexalphagroup{W}
\indexentry{0}{write\Symuns []PBM}{56}
\indexentry{0}{write\Symuns []PGM}{58}
\indexentry{0}{write\Symuns []PPM}{60}
\endindex
