Description
Input
Output
输出文件包括n 行,每行一个实数,精确到小数点后3 位。第i 行的实数表 示结点i 在社交网络中的重要程度。
Sample Input
4 4
1 2 1
2 3 1
3 4 1
4 1 1
Sample Output
1.000
1.000
1.000
1.000
HINT
为1
其实floyd已经够了,我这sb没想到,TM想了半天想出一个拓扑排序的,还用了floyd预处理最短路,而且还下了数据和标程才突然想起来,我TM没拓扑排序for个屁啊(最后写出来pascal第一,当然是因为floyd做了太多没用的事啦)
1 const 2 maxn=105; 3 maxm=4520; 4 var 5 first,d:array[0..maxn]of longint; 6 last,next,w:array[0..maxm*2]of longint; 7 f:array[0..maxn,0..maxn]of longint; 8 ans,a:array[0..maxn]of double; 9 s:array[0..maxn]of int64; 10 n,m,tot:longint; 11 12 procedure insert(x,y,z:longint); 13 begin 14 inc(tot); 15 last[tot]:=y; 16 next[tot]:=first[x]; 17 first[x]:=tot; 18 w[tot]:=z; 19 end; 20 21 var 22 q:array[0..maxn]of longint; 23 l,r:longint; 24 25 procedure work(x:longint); 26 var 27 i:longint; 28 begin 29 for i:=1 to n do s[i]:=0; 30 for i:=1 to n do a[i]:=0; 31 for i:=1 to n do d[i]:=0; 32 for l:=1 to n do 33 begin 34 i:=first[l]; 35 while i<>0 do 36 begin 37 if f[x,l]+w[i]=f[x,last[i]] then inc(d[last[i]]); 38 i:=next[i]; 39 end; 40 end; 41 l:=1;r:=1;q[1]:=x;s[x]:=1; 42 while l<=r do 43 begin 44 i:=first[q[l]]; 45 while i<>0 do 46 begin 47 if f[x,q[l]]+w[i]=f[x,last[i]] then 48 begin 49 dec(d[last[i]]); 50 if d[last[i]]=0 then 51 begin 52 inc(r); 53 q[r]:=last[i]; 54 end; 55 inc(s[last[i]],s[q[l]]); 56 end; 57 i:=next[i]; 58 end; 59 inc(l); 60 end; 61 for l:=n downto 2 do 62 begin 63 i:=first[q[l]]; 64 while i<>0 do 65 begin 66 if f[x,q[l]]+w[i]=f[x,last[i]] then a[q[l]]:=a[q[l]]+a[last[i]]+1/s[last[i]]; 67 i:=next[i]; 68 end; 69 end; 70 for i:=1 to n do ans[i]:=ans[i]+a[i]*s[i]; 71 end; 72 73 procedure main; 74 var 75 i,j,k,x,y,z:longint; 76 begin 77 read(n,m); 78 fillchar(f,sizeof(f),1); 79 for i:=1 to n do f[i,i]:=0; 80 for i:=1 to m do 81 begin 82 read(x,y,z); 83 insert(x,y,z); 84 insert(y,x,z); 85 if z<f[x,y] then 86 begin 87 f[x,y]:=z; 88 f[y,x]:=z; 89 end; 90 end; 91 for k:=1 to n do 92 for i:=1 to n do 93 for j:=1 to n do 94 if f[i,k]+f[k,j]<f[i,j] then f[i,j]:=f[i,k]+f[k,j]; 95 for i:=1 to n do work(i); 96 for i:=1 to n do writeln(ans[i]:0:3); 97 end; 98 99 begin 100 main; 101 end.