信息学奥赛一本通第三部分_栈 ex1_4cale (中缀转后缀7符号)
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其实这个中缀转后缀是费了很大功夫的,明白算法后第一次实现花了近三小时ORZ
#include <stdio.h> #include <string.h> #include <ctype.h> char Mstr[511],Msta[511] = {‘@‘},Bstr[511]; int sta[511]; const short list[4][4] = {{0,-1,1,1},{1,0,1,1},{1,1,1,-2},{-1,-1,2,1}}; int level (char c){ switch (c){ case ‘+‘: case ‘-‘:return 0;break; case ‘*‘: case ‘/‘:return 1;break; case ‘(‘:return 2;break; case ‘)‘:return 3; } } int main (){ // freopen ("中后6.in","r",stdin); // freopen (".out","w",stdout); _Bool flag = 1; int i,Br = -1,Ma = 0; gets (Mstr); for (i = 0;Mstr[i-1]!=‘@‘;i++){ if (isdigit(Mstr[i])){ Bstr[++Br] = Mstr[i]; flag = 1; } else{ if (flag == 1){ Bstr[++Br] = ‘ ‘; flag = 0; } int lr = level(Mstr[i]),la = level(Msta[Ma]); int res; if (Msta[Ma] == ‘@‘) res = 1; else if (Mstr[i] == ‘@‘) res = -1; else res = list[lr][la]; if (res == 2){ Ma--; continue; } do{ switch (res){ case 1:Msta[++Ma] = Mstr[i];break; case -1:Bstr[++Br] = Msta[Ma--];res = list[lr][level(Msta[Ma])];break; case -2:printf ("input error!");return 0; } if (res == 2) Ma--; }while (res == -1); if (res == 0){ Bstr[++Br] = Msta[Ma]; Msta[Ma] = Mstr[i]; } } } printf ("%s",Bstr); return 0; }
但还是逻辑性不强,而且感觉还是没理解透,于是又作死花了近两小时隔天打了一遍。用长变量名达到不需要注释,逻辑性自认增强很多
1 #include <stdio.h> 2 #include <string.h> 3 #include <ctype.h> 4 5 char Mstr[32] = {0},Msta[32] = {0},Bstr[32] = {0}; 6 int Bsta[32] = {0}; 7 int MstrLen,BstrLen,MstaTop,BstrTop,BstaTop; 8 9 const short kind (char c){ 10 switch (c){ 11 case ‘)‘: return -1; 12 case ‘@‘: return 0; 13 case ‘+‘: 14 case ‘-‘: return 1; 15 case ‘*‘: 16 case ‘/‘: return 2; 17 case ‘(‘: return 3; 18 case ‘^‘: return 4; 19 } 20 } 21 22 void Mstr_Bsta (void){ 23 gets (Mstr); 24 MstrLen = strlen (Mstr); 25 Mstr[MstrLen++] = ‘@‘; 26 MstaTop = BstrTop = -1; 27 Msta[++MstaTop] = ‘@‘; 28 29 int SpaceFlag,NoSmallerFlag; 30 int i; 31 32 for (i = 0;i<MstrLen;i++){ 33 if (isdigit(Mstr[i])){ 34 Bstr[++BstrTop] = Mstr[i]; 35 SpaceFlag = 1; 36 } 37 else{ 38 if (SpaceFlag == 1){ 39 Bstr[++BstrTop] = ‘ ‘; 40 SpaceFlag = 0; 41 } 42 43 int KindMstr,KindMsta; 44 do{ 45 NoSmallerFlag = 1; 46 KindMstr = kind(Mstr[i]); 47 KindMsta = kind(Msta[MstaTop]); 48 49 if (KindMstr>KindMsta || (KindMstr == 3 && KindMsta == 4) || (KindMsta == 3 && KindMstr!=-1)) 50 Msta[++MstaTop] = Mstr[i]; 51 else if (KindMstr == KindMsta){ 52 Bstr[++BstrTop] = Msta[MstaTop]; 53 Msta[MstaTop] = Mstr[i]; 54 } 55 else{ 56 if (KindMstr == -1 && KindMsta == 3){ 57 --MstaTop; 58 break; 59 } 60 else 61 Bstr[++BstrTop] = Msta[MstaTop--]; 62 NoSmallerFlag = 0; 63 } 64 }while (KindMstr<KindMsta && NoSmallerFlag == 0); 65 } 66 } 67 } 68 69 int PowerQuickly (int x,int n){ //快速幂 70 int ans = 1; 71 72 while (n>0){ 73 if (n&1 == 1) 74 ans*=x; 75 n/=2; 76 x*=x; 77 } 78 return ans; 79 } 80 81 void Bsta_Count (void){ 82 int i; 83 84 for (i = 0,BstaTop = 0;Bstr[i]!=‘@‘;){ 85 if (isdigit(Bstr[i])){ 86 int num = Bstr[i++]-‘0‘; 87 while (Bstr[i]!=‘ ‘) 88 num = num*=10+Bstr[i++]-‘0‘; 89 Bsta[++BstaTop] = num; 90 i++; 91 } 92 else{ 93 switch (Bstr[i++]){ 94 case ‘+‘: Bsta[BstaTop-1] += Bsta[BstaTop--];break; 95 case ‘-‘: Bsta[BstaTop-1] -= Bsta[BstaTop--];break; 96 case ‘*‘: Bsta[BstaTop-1] *= Bsta[BstaTop--];break; 97 case ‘/‘: Bsta[BstaTop-1] /= Bsta[BstaTop--];break; 98 case ‘^‘: Bsta[BstaTop-1] = PowerQuickly(Bsta[BstaTop-1],Bsta[BstaTop]); BstaTop--; 99 } 100 } 101 } 102 } 103 104 int main (){ 105 Mstr_Bsta (); 106 Bsta_Count (); 107 printf ("%d",Bsta[BstaTop]); 108 109 return 0; 110 }
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