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[问题求助] 请高手帮我翻译一下图论工具箱，不要直接用词典翻译哦

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发表于 2012-8-20 09:19 |只看该作者 |倒序浏览

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各位我是新手请高手指点啊谢谢

% GrTheory - Graph Theory Toolbox.2 ` R8 e; s\\" P! k
% # B G u1 O8 r4 j6 `6 {& W
% Functions:( |% Z% h* S8 Z1 L7 j1 c
% grBase - find all bases of digraph; 找到所有子图
2 u) E3 a! x# L& [1 K
% grCoBase - find all contrabases of digraph;
. u: E! d X5 I2 i5 i& j' y$ ]
% grCoCycleBasis - find all independent cut-sets for a connected graph; 求割集% }4 M5 t/ M$ r3 z h& a9 J
% grColEdge - solve the color problem for graph edges;& z2 ^! n6 {( L$ @\\" l
% grColVer - solve the color problem for graph vertexes;
d+ ?5 N8 _& O4 Z* k/ A: U
% grComp - find all components of graph;
! [! P h) Y* m( U' o! Q7 R
% grCycleBasis - find all independent cycles for a connected graph; 求图的所有圈: n; @\\" @: T0 z; d8 D
% grDecOrd - solve the problem about decomposition of the digraph
8 M+ ?& L. h( Y
% to the sections with mutually accessed vertexes
. l\\" p1 y+ m$ J, O6 U( A5 [
% (strongly connected components);% X. S- Z W& _8 l% ^
% grDistances - find the distances between any vertexes of graph; 任何两点间的路径长度8 z8 V4 |8 g3 P- U3 F. V
% grEccentricity - find the (weighted) eccentricity of all vertexes,
0 w) J$ K0 e& L3 ?
% radius, diameter, center vertexes and the periphery vertexes;
8 m9 W$ K3 X( I- }3 r
% grIsEulerian - find the Eulerian cycle of graph; 判断是否为欧拉图
! i5 S4 c( t9 |; J
% grMaxComSu - solve the maximal complete sugraph problem for the graph;7 e! u! m% G4 _+ R\\" s! {
% grMaxFlows - solve the maximal flow problem for the digraph;0 t/ S4 i) v: q) `. P# l1 c
% grMaxMatch - solve the maximal matching problem for the graph;7 `( E) k t% v' s1 T- H$ N
% grMaxStabSet - solve the maximal stable set problem for the graph;
5 V: w. b% K0 k; p1 V+ t9 Q
% grMinAbsEdgeSet - solve the minimal absorbant set problem
% w- r& {2 |. h* l
% for the graph edges;+ C4 q/ | K+ S' H# A1 e& C4 Y
% grMinAbsVerSet - solve the minimal absorbant set problem
% C: H% \7 U# K! |; x0 Z0 c- `% B
% for the graph vertexes;3 q/ R2 O0 F7 [6 ^9 S4 r& L6 i
% grMinCutSet - solve the minimal cut-set problem for the digraph;
0 t- B# D. Q0 S! X0 y0 j
% grMinEdgeCover - solve the minimal edge cover problem for the graph;
9 |) ~3 _% W6 S, G6 W
% grMinSpanTree - solve the minimal spanning tree problem for the graph; 最小生成树\\" a( H\\" H; ^9 D$ a
% grMinVerCover - solve the minimal vertex cover problem for the graph;1 m8 w/ ^3 h, e8 @2 j7 W. q
% grPERT - solve the project evaluation research task;' x7 p% y2 N6 M3 p) D+ v\\" g: [
% grPlot - draw the plot of the graph (digraph);
' t% _0 i. s& f1 P
% grShortPath - solve the shortest path problem for the digraph; 求最短路
6 I: V% e) A0 K! { ?$ }\\" t
% grTravSale - solve the nonsymmetrical traveling salesman problem;
# w! s0 ^0 O* H: W) O
% grValidation - auxiliary function (the data validation);. K' H8 k7 V% p0 x\\" h
%2 c+ M4 e; j/ H1 y) z\\" M
% grTheoryTest - test program for all functions.
& r# K/ |\\" E/ U) n- F6 r4 g1 z( c
% - f* }* W2 i+ d8 m: ` l3 `8 o5 W6 B
% Author: Sergiy Iglin$ n& T0 L( v- y, f: [* _\\" l, C' R
% e-mail: siglin@yandex.ru/ G6 B9 |8 H$ U* g( V/ O0 }\\" s
% personal page: http://iglin.exponenta.ru3 L9 v1 w7 ^: b! v/ r4 g1 b7 J

% GrTheory - Graph Theory Toolbox.2 `  R8 e; s\\" P! k

% # B  G  u1 O8 r4 j6 `6 {& W

% Functions:( |% Z% h* S8 Z1 L7 j1 c

% grBase - find all bases of digraph;                                         找到所有子图 
2 u) E3 a! x# L& [1 K
% grCoBase - find all contrabases of digraph; 
. u: E! d  X5 I2 i5 i& j' y$ ]
% grCoCycleBasis - find all independent cut-sets for a connected graph;       求割集% }4 M5 t/ M$ r3 z  h& a9 J

% grColEdge - solve the color problem for graph edges;& z2 ^! n6 {( L$ @\\" l

% grColVer - solve the color problem for graph vertexes; 
  d+ ?5 N8 _& O4 Z* k/ A: U
% grComp - find all components of graph; 
! [! P  h) Y* m( U' o! Q7 R
% grCycleBasis - find all independent cycles for a connected graph;           求图的所有圈: n; @\\" @: T0 z; d8 D

% grDecOrd - solve the problem about decomposition of the digraph 
8 M+ ?& L. h( Y
%   to the sections with mutually accessed vertexes 
. l\\" p1 y+ m$ J, O6 U( A5 [
%   (strongly connected components);% X. S- Z  W& _8 l% ^

% grDistances - find the distances between any vertexes of graph;            任何两点间的路径长度8 z8 V4 |8 g3 P- U3 F. V

% grEccentricity - find the (weighted) eccentricity of all vertexes, 
0 w) J$ K0 e& L3 ?
%   radius, diameter, center vertexes and the periphery vertexes; 
8 m9 W$ K3 X( I- }3 r
% grIsEulerian - find the Eulerian cycle of graph;                           判断是否为欧拉图 
! i5 S4 c( t9 |; J
% grMaxComSu - solve the maximal complete sugraph problem for the graph;7 e! u! m% G4 _+ R\\" s! {

% grMaxFlows - solve the maximal flow problem for the digraph;0 t/ S4 i) v: q) `. P# l1 c

% grMaxMatch - solve the maximal matching problem for the graph;7 `( E) k  t% v' s1 T- H$ N

% grMaxStabSet - solve the maximal stable set problem for the graph; 
5 V: w. b% K0 k; p1 V+ t9 Q
% grMinAbsEdgeSet - solve the minimal absorbant set problem 
% w- r& {2 |. h* l
%   for the graph edges;+ C4 q/ |  K+ S' H# A1 e& C4 Y

% grMinAbsVerSet - solve the minimal absorbant set problem 
% C: H% \7 U# K! |; x0 Z0 c- `% B
%   for the graph vertexes;3 q/ R2 O0 F7 [6 ^9 S4 r& L6 i

% grMinCutSet - solve the minimal cut-set problem for the digraph; 
0 t- B# D. Q0 S! X0 y0 j
% grMinEdgeCover - solve the minimal edge cover problem for the graph; 
9 |) ~3 _% W6 S, G6 W
% grMinSpanTree - solve the minimal spanning tree problem for the graph;     最小生成树\\" a( H\\" H; ^9 D$ a

% grMinVerCover - solve the minimal vertex cover problem for the graph;1 m8 w/ ^3 h, e8 @2 j7 W. q

% grPERT - solve the project evaluation research task;' x7 p% y2 N6 M3 p) D+ v\\" g: [

% grPlot - draw the plot of the graph (digraph); 
' t% _0 i. s& f1 P
% grShortPath - solve the shortest path problem for the digraph;           求最短路 
6 I: V% e) A0 K! {  ?$ }\\" t
% grTravSale - solve the nonsymmetrical traveling salesman problem; 
# w! s0 ^0 O* H: W) O
% grValidation - auxiliary function (the data validation);. K' H8 k7 V% p0 x\\" h

%2 c+ M4 e; j/ H1 y) z\\" M

% grTheoryTest - test program for all functions. 
& r# K/ |\\" E/ U) n- F6 r4 g1 z( c
% - f* }* W2 i+ d8 m: `  l3 `8 o5 W6 B

% Author: Sergiy Iglin$ n& T0 L( v- y, f: [* _\\" l, C' R

% e-mail: siglin@yandex.ru/ G6 B9 |8 H$ U* g( V/ O0 }\\" s

% personal page: http://iglin.exponenta.ru3 L9 v1 w7 ^: b! v/ r4 g1 b7 J

zan

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