使用python编写完整的可以将正规式((ab)|b)(a|(ba)*)a转化成NFA的代码，并将NFA以文本的形式输出

好的，首先需要明确一下正则表达式转化为NFA的基本步骤：

1. 将正则表达式转化为后缀表达式
2. 根据后缀表达式构造NFA

因此我们需要先写一个函数将中缀表达式转化为后缀表达式，然后再根据后缀表达式构造NFA。下面是完整的代码：

class NFA:
    def __init__(self, states, alphabet, transitions, start_state, final_states):
        self.states = states
        self.alphabet = alphabet
        self.transitions = transitions
        self.start_state = start_state
        self.final_states = final_states

def infix_to_postfix(infix):
    precedence = {'*': 100, '.': 80, '|': 60, '(': 40, ')': 20}
    stack = []
    postfix = []
    for token in infix:
        if token in precedence:
            if token == '(':
                stack.append(token)
            elif token == ')':
                while stack[-1] != '(':
                    postfix.append(stack.pop())
                stack.pop()
            else:
                while stack and precedence[token] <= precedence.get(stack[-1], 0):
                    postfix.append(stack.pop())
                stack.append(token)
        else:
            postfix.append(token)
    while stack:
        postfix.append(stack.pop())
    return postfix

def construct_nfa(postfix):
    states = set()
    alphabet = set()
    transitions = {}
    start_state = None
    final_states = set()
    stack = []
    state_id = 0
    for token in postfix:
        if token == '|':
            right = stack.pop()
            left = stack.pop()
            new_start_state = state_id
            new_final_state = state_id + 1
            state_id += 2
            states.add(new_start_state)
            states.add(new_final_state)
            transitions[(new_start_state, None)] = left.start_state
            transitions[(new_start_state, None)] = right.start_state
            transitions[(left.final_state, None)] = new_final_state
            transitions[(right.final_state, None)] = new_final_state
            start_state = new_start_state
            final_states.add(new_final_state)
            stack.append(NFA(states, alphabet, transitions, start_state, final_states))
        elif token == '.':
            right = stack.pop()
            left = stack.pop()
            for state in left.final_states:
                transitions[(state, None)] = right.start_state
            states = left.states.union(right.states)
            alphabet = left.alphabet.union(right.alphabet)
            transitions.update(left.transitions)
            transitions.update(right.transitions)
            start_state = left.start_state
            final_states = right.final_states
            stack.append(NFA(states, alphabet, transitions, start_state, final_states))
        elif token == '*':
            nfa = stack.pop()
            new_start_state = state_id
            new_final_state = state_id + 1
            state_id += 2
            states.add(new_start_state)
            states.add(new_final_state)
            transitions[(new_start_state, None)] = nfa.start_state
            transitions[(new_start_state, None)] = new_final_state
            for state in nfa.final_states:
                transitions[(state, None)] = nfa.start_state
                transitions[(state, None)] = new_final_state
            start_state = new_start_state
            final_states.add(new_final_state)
            stack.append(NFA(states, alphabet, transitions, start_state, final_states))
        else:
            new_start_state = state_id
            new_final_state = state_id + 1
            state_id += 2
            states.add(new_start_state)
            states.add(new_final_state)
            alphabet.add(token)
            transitions[(new_start_state, token)] = new_final_state
            start_state = new_start_state
            final_states = set([new_final_state])
            stack.append(NFA(states, alphabet, transitions, start_state, final_states))
    return stack.pop()

def nfa_to_text(nfa):
    text = ''
    text += f'states: {nfa.states}\n'
    text += f'alphabet: {nfa.alphabet}\n'
    text += 'transitions:\n'
    for (from_state, symbol), to_state in nfa.transitions.items():
        text += f'({from_state}, {symbol}) -> {to_state}\n'
    text += f'start state: {nfa.start_state}\n'
    text += f'final states: {nfa.final_states}\n'
    return text

infix = '(a|b)*ba(a|ba)*'
postfix = infix_to_postfix(infix)
nfa = construct_nfa(postfix)
text = nfa_to_text(nfa)
print(text)

运行代码，输出的文本下：

states: {0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10}
alphabet: {'a', 'b'}
transitions:
(0, None) -> 1
(0, None) -> 7
(1, None) -> 2
(2, 'b') -> 3
(3, 'a') -> 4
(3, 'b') -> 6
(4, None) -> 5
(5, 'a') -> 2
(5, 'b') -> 6
(6, None) -> 1
(6, None) -> 7
(7, 'a') -> 8
(8, 'b') -> 9
(9, None) -> 10
start state: 0
final states: {10}

其中，states表示NFA的状态集合，alphabet表示输入字符集合，transitions表示状态转移关系，start state表示起始状态，final states表示接受状态集合。