状态转换矩阵:
a | b | |
0 | {0,1} | {0} |
1 | {2} | |
2 | {3} |
状态转换图:
语言:(a|b)*abb
2.NFA 确定化为 DFA
1.解决多值映射:子集法
1). 上述练习1的NFA
|
| a | b |
A | 0 | {0,1} | {0} |
B | {0,1} | {0,1} | {0,2} |
C | {0,2} | {0,1} | {0,3} |
D | {0,3} | {0,1} | {0} |
2.解决空弧:对初态和所有新状态求ε-闭包
1). 发给大家的图2
|
| 0 | 1 | 2 |
X | ε{ABC} | ε(A)={ABC} | ε{B}={BC} | ε{C}={C} |
Y | {BC} |
| ε{B}={BC} | ε{C}={C} |
Z | {C} |
|
| ε{C}={C} |
2).P50图3.6
|
| a | b |
0 | ε{0}={1247} | {38}={3671248} | {5}={567124} |
1 | ε{1234678} | {38}={1234678} | {59}={1245679} |
2 | ε{124567} | {38}={1234678} | {5}={124567} |
3 | ε{1245679} | {38}={1234678} | {510}={12456710} |
4 | ε{12456710} | {38}={1234678} | {5}={124567} |
来源:博客园
作者:He11o
链接:https://www.cnblogs.com/q1uj1e/p/11774789.html