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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.1 Q9 n/ |: e! |. p
%
( o9 F\\" I\\" y+ Q% t$ M5 C5 ~
% Functions:
, q; l$ [4 U0 j$ u4 s
% grBase - find all bases of digraph; 找到所有子图5 w1 s5 t6 ~& C8 X- ?& p
% grCoBase - find all contrabases of digraph;8 X6 f3 ?7 l2 y! H
% grCoCycleBasis - find all independent cut-sets for a connected graph; 求割集
+ I/ @; |% T4 h, \& A
% grColEdge - solve the color problem for graph edges;
\\" i) K s# G2 v5 L4 M. M
% grColVer - solve the color problem for graph vertexes;' p& U- A9 L- C) p5 P! |
% grComp - find all components of graph;$ c( h8 Q0 B8 ]1 I. j9 E
% grCycleBasis - find all independent cycles for a connected graph; 求图的所有圈7 s0 v# H5 \, w/ p3 m
% grDecOrd - solve the problem about decomposition of the digraph : W( X3 G& `/ l7 i4 z; Y% D6 d8 j
% to the sections with mutually accessed vertexes
5 q. K\\" J, w' Q1 c0 r: |& P0 }) `
% (strongly connected components);4 W9 C* [& J9 A4 I+ `
% grDistances - find the distances between any vertexes of graph; 任何两点间的路径长度) R$ f1 L0 O. }0 F* y7 C0 k
% grEccentricity - find the (weighted) eccentricity of all vertexes,9 x9 |# l5 \& m- X
% radius, diameter, center vertexes and the periphery vertexes;& \, V8 M! j6 h0 f
% grIsEulerian - find the Eulerian cycle of graph; 判断是否为欧拉图$ T. s% w* S0 \/ m% }8 |0 z8 e6 ?! O- q
% grMaxComSu - solve the maximal complete sugraph problem for the graph;4 a/ b% e; I; P( S\\" T
% grMaxFlows - solve the maximal flow problem for the digraph;
3 J W* |' O1 O2 l% l; }
% grMaxMatch - solve the maximal matching problem for the graph;3 A9 N$ u4 d/ |- }9 a
% grMaxStabSet - solve the maximal stable set problem for the graph;
( w3 n+ A7 l3 U$ O6 n
% grMinAbsEdgeSet - solve the minimal absorbant set problem $ x/ i& [1 g- t; z0 G+ N0 ]% a
% for the graph edges;, F) H2 a+ A; a& A. r- T' F/ f9 q1 A$ C
% grMinAbsVerSet - solve the minimal absorbant set problem
! h: a$ k! u. n& {4 F9 B9 e% e
% for the graph vertexes;
$ D0 T' g+ }) _: s( P1 v
% grMinCutSet - solve the minimal cut-set problem for the digraph;
% @- e. {/ ?2 F
% grMinEdgeCover - solve the minimal edge cover problem for the graph;
# q) ?7 m0 M$ C c- _; P: |
% grMinSpanTree - solve the minimal spanning tree problem for the graph; 最小生成树
( v! Y0 g6 c5 p9 X
% grMinVerCover - solve the minimal vertex cover problem for the graph;
# s/ E; x! e5 k; @
% grPERT - solve the project evaluation research task;$ `\\" e; ^9 O2 i: Q
% grPlot - draw the plot of the graph (digraph);
5 q8 k+ s7 m1 z& y% `0 t% _ b- J
% grShortPath - solve the shortest path problem for the digraph; 求最短路7 Y: G$ X- d2 l\\" z( l, L
% grTravSale - solve the nonsymmetrical traveling salesman problem;
. Z) _, F' K* |8 l+ D5 g
% grValidation - auxiliary function (the data validation);
0 L. O) |- f1 M+ R. X& `% N
%
. h$ \+ x; N- U8 T( m2 c
% grTheoryTest - test program for all functions.
2 F# w2 u( Y5 A7 v! i\\" }/ g0 ?
% 1 i8 R0 V6 @! q\\" I
% Author: Sergiy Iglin. ~# o\\" ?& N6 m( P
% e-mail: siglin@yandex.ru _! P% X( w/ j) W
% personal page: http://iglin.exponenta.ru
4 U5 k; Q; |& b* K6 [7 m. q

% GrTheory - Graph Theory Toolbox.1 Q9 n/ |: e! |. p

% 
( o9 F\\" I\\" y+ Q% t$ M5 C5 ~
% Functions: 
, q; l$ [4 U0 j$ u4 s
% grBase - find all bases of digraph;                                         找到所有子图5 w1 s5 t6 ~& C8 X- ?& p

% grCoBase - find all contrabases of digraph;8 X6 f3 ?7 l2 y! H

% grCoCycleBasis - find all independent cut-sets for a connected graph;       求割集 
+ I/ @; |% T4 h, \& A
% grColEdge - solve the color problem for graph edges; 
\\" i) K  s# G2 v5 L4 M. M
% grColVer - solve the color problem for graph vertexes;' p& U- A9 L- C) p5 P! |

% grComp - find all components of graph;$ c( h8 Q0 B8 ]1 I. j9 E

% grCycleBasis - find all independent cycles for a connected graph;           求图的所有圈7 s0 v# H5 \, w/ p3 m

% grDecOrd - solve the problem about decomposition of the digraph : W( X3 G& `/ l7 i4 z; Y% D6 d8 j

%   to the sections with mutually accessed vertexes 
5 q. K\\" J, w' Q1 c0 r: |& P0 }) `
%   (strongly connected components);4 W9 C* [& J9 A4 I+ `

% grDistances - find the distances between any vertexes of graph;            任何两点间的路径长度) R$ f1 L0 O. }0 F* y7 C0 k

% grEccentricity - find the (weighted) eccentricity of all vertexes,9 x9 |# l5 \& m- X

%   radius, diameter, center vertexes and the periphery vertexes;& \, V8 M! j6 h0 f

% grIsEulerian - find the Eulerian cycle of graph;                           判断是否为欧拉图$ T. s% w* S0 \/ m% }8 |0 z8 e6 ?! O- q

% grMaxComSu - solve the maximal complete sugraph problem for the graph;4 a/ b% e; I; P( S\\" T

% grMaxFlows - solve the maximal flow problem for the digraph; 
3 J  W* |' O1 O2 l% l; }
% grMaxMatch - solve the maximal matching problem for the graph;3 A9 N$ u4 d/ |- }9 a

% grMaxStabSet - solve the maximal stable set problem for the graph; 
( w3 n+ A7 l3 U$ O6 n
% grMinAbsEdgeSet - solve the minimal absorbant set problem $ x/ i& [1 g- t; z0 G+ N0 ]% a

%   for the graph edges;, F) H2 a+ A; a& A. r- T' F/ f9 q1 A$ C

% grMinAbsVerSet - solve the minimal absorbant set problem 
! h: a$ k! u. n& {4 F9 B9 e% e
%   for the graph vertexes; 
$ D0 T' g+ }) _: s( P1 v
% grMinCutSet - solve the minimal cut-set problem for the digraph; 
% @- e. {/ ?2 F
% grMinEdgeCover - solve the minimal edge cover problem for the graph; 
# q) ?7 m0 M$ C  c- _; P: |
% grMinSpanTree - solve the minimal spanning tree problem for the graph;     最小生成树 
( v! Y0 g6 c5 p9 X
% grMinVerCover - solve the minimal vertex cover problem for the graph; 
# s/ E; x! e5 k; @
% grPERT - solve the project evaluation research task;$ `\\" e; ^9 O2 i: Q

% grPlot - draw the plot of the graph (digraph); 
5 q8 k+ s7 m1 z& y% `0 t% _  b- J
% grShortPath - solve the shortest path problem for the digraph;           求最短路7 Y: G$ X- d2 l\\" z( l, L

% grTravSale - solve the nonsymmetrical traveling salesman problem; 
. Z) _, F' K* |8 l+ D5 g
% grValidation - auxiliary function (the data validation); 
0 L. O) |- f1 M+ R. X& `% N
% 
. h$ \+ x; N- U8 T( m2 c
% grTheoryTest - test program for all functions. 
2 F# w2 u( Y5 A7 v! i\\" }/ g0 ?
% 1 i8 R0 V6 @! q\\" I

% Author: Sergiy Iglin. ~# o\\" ?& N6 m( P

% e-mail: siglin@yandex.ru  _! P% X( w/ j) W

% personal page: http://iglin.exponenta.ru 
4 U5 k; Q; |& b* K6 [7 m. q

zan

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