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编译原理-LL(1)语法分析器

时间:2022-10-27 16:04:44浏览次数:47  
标签:语法分析 终结符 LL VN self 编译 generative formula colt


目录

​1,题目要求​

​2,实验结果​

​3,实验环境​

​4,假设​

​5,设计流程​

​6,注​

​7,代码​


1,题目要求

输入:文法,字符串

输出:FIRST集,FOLLOW集,分析表,分析过程,消除左递归(包括直接和间接)后的文法

2,实验结果

编译原理-LL(1)语法分析器_python

编译原理-LL(1)语法分析器_Pycharm_02

编译原理-LL(1)语法分析器_Pycharm_03

3,实验环境

Python+PyQt+Pycharm

Python:编程语言;

PyQt:图形化界面设计工具;

Pycharm:Python编译器(需配置PyQt,QtDesigner)

4,假设

合理的假设对于降低设计难度、专注中心问题有着至关重要的作用。

  • 假设非终结符全部用大写字母表示,终结符用小写字母表示;
  • 假设非终结符与终结符的个数均不超过26个(除“#”与“ε”);
  • 假设非终结符与终结符均为一个字符;
  • 假设具有相同左部符号的产生式,均合并为一个产生式,并用 “|” 隔开;
  • 假设文法输入框输入最后一个产生式后不按Enter键;

5,设计流程

使用QtDesigner设计图形界面,生成.ui文件,利用配置工具将.ui文件转换为.py文件,在.py文件里添加事件触发函数与主要程序函数。(推荐图书《​​PyQt 5快速开发与实战​​》)

编译原理-LL(1)语法分析器_编译原理_04

6,注

  • 仅供参考!想提高水平的同学,尽可能自己想办法解决遇到的问题;
  • 因笔者水平有限,代码较多,为方便理解已尽可能的做了注释;
  • 这只是个人对问题的理解与解决,并不代表标准答案;
  • 有不理解的地方可以在评论区留言;

7,代码

# -*- coding: utf-8 -*-

# Form implementation generated from reading ui file 'D:\testPyQt5\PyQt5_code\test2.ui'
#
# Created by: PyQt5 UI code generator 5.9.2
#
# WARNING! All changes made in this file will be lost!

from PyQt5 import QtCore, QtGui, QtWidgets
import sys

from PyQt5.QtGui import QStandardItemModel, QStandardItem
from PyQt5.QtWidgets import QHeaderView


class Ui_Form(object):
generative = [] # 存放textEdit中的文法
generative_ = {} # 字典存放处理过的产生式(一个key对应一个list)
input = '' # 存放输入串
ter_colt = []
non = ['A', 'B', 'C', 'D', 'E', 'F', 'G', 'H', 'I', 'J', 'K', 'L', 'M', 'N', 'O', 'P', 'Q', 'R', 'S', 'T', 'U', 'V',
'W', 'X', 'Y', 'Z']
non_colt = []
ter_colt_copy = [] # 去掉空字的终结符集合
first_set = {} # 字典存放处理first集(一个key对应一个list)
follow_set = {} # 字典存放处理follow集(一个key对应一个list)
analyze_table = [] # 预测分析表
state = 0 # 状态,0:Null;1:Accepted;2:Error;3:产生式含有左递归
message = '' # 记录状态框的输出信息
judge = {} # 用以判断间接左递归 存放"key=非终结符,value=对应产生式的首个非终结符" 以字典模拟树
judge_list = []
recursion_tag = -1 # 是否含左递归的标记,-1:尚未确定,0:不含 1:含直接左递归,2:含间接左递归
directRecList = [] # 记录含直接左递归的非终结符

def setupUi(self, Form):
Form.setObjectName("Form")
Form.resize(954, 610)

self.line = QtWidgets.QFrame(Form)
self.line.setGeometry(QtCore.QRect(320, 10, 20, 571))
self.line.setFrameShape(QtWidgets.QFrame.VLine)
self.line.setFrameShadow(QtWidgets.QFrame.Sunken)
self.line.setObjectName("line")

self.tabWidget = QtWidgets.QTabWidget(Form)
self.tabWidget.setEnabled(True)
self.tabWidget.setGeometry(QtCore.QRect(350, 20, 571, 501))
self.tabWidget.setObjectName("tabWidget")

self.PROCESS = QtWidgets.QWidget()
self.PROCESS.setObjectName("PROCESS")
self.tableView_3 = QtWidgets.QTableView(self.PROCESS)
self.tableView_3.setGeometry(QtCore.QRect(0, 0, 561, 481))
self.tableView_3.setObjectName("tableView_3")
self.tabWidget.addTab(self.PROCESS, "")

self.FIRST = QtWidgets.QWidget()
self.FIRST.setObjectName("FIRST")
self.tableView = QtWidgets.QTableView(self.FIRST)
self.tableView.setGeometry(QtCore.QRect(0, 0, 561, 481))
self.tableView.setObjectName("tableView")
self.tabWidget.addTab(self.FIRST, "")
# self.model = QStandardItemModel(20,10)

self.FOLLOW = QtWidgets.QWidget()
self.FOLLOW.setObjectName("FOLLOW")
self.tableView_2 = QtWidgets.QTableView(self.FOLLOW)
self.tableView_2.setGeometry(QtCore.QRect(0, 0, 561, 481))
self.tableView_2.setObjectName("tableView_2")
self.tabWidget.addTab(self.FOLLOW, "")

self.ANALYZE = QtWidgets.QWidget()
self.ANALYZE.setObjectName("ANALYZE")
self.tableView_4 = QtWidgets.QTableView(self.ANALYZE)
self.tableView_4.setGeometry(QtCore.QRect(0, 0, 561, 481))
self.tableView_4.setObjectName("tableView_4")
self.tabWidget.addTab(self.ANALYZE, "")

self.pushButton = QtWidgets.QPushButton(Form)
self.pushButton.setGeometry(QtCore.QRect(120, 550, 75, 23))
self.pushButton.setObjectName("pushButton")
self.pushButton.clicked.connect(self.btnRun_Clicked) # 将按钮与函数 btnRun_Clicked绑定

self.label_3 = QtWidgets.QLabel(Form)
self.label_3.setGeometry(QtCore.QRect(350, 550, 54, 12))
self.label_3.setObjectName("label_3")

self.textBrowser = QtWidgets.QTextBrowser(Form)
self.textBrowser.setGeometry(QtCore.QRect(400, 540, 481, 31))
self.textBrowser.setObjectName("textBrowser")

self.widget = QtWidgets.QWidget(Form)
self.widget.setGeometry(QtCore.QRect(40, 40, 258, 481))
self.widget.setObjectName("widget")

self.verticalLayout = QtWidgets.QVBoxLayout(self.widget)
self.verticalLayout.setContentsMargins(0, 0, 0, 0)
self.verticalLayout.setObjectName("verticalLayout")

self.label = QtWidgets.QLabel(self.widget)
self.label.setObjectName("label")

self.verticalLayout.addWidget(self.label)

self.textEdit = QtWidgets.QTextEdit(self.widget)
self.textEdit.setObjectName("textEdit")
self.verticalLayout.addWidget(self.textEdit)

spacerItem = QtWidgets.QSpacerItem(40, 20, QtWidgets.QSizePolicy.Expanding, QtWidgets.QSizePolicy.Minimum)

self.verticalLayout.addItem(spacerItem)

self.label_2 = QtWidgets.QLabel(self.widget)
self.label_2.setObjectName("label_2")
self.verticalLayout.addWidget(self.label_2)

self.lineEdit = QtWidgets.QLineEdit(self.widget)
self.lineEdit.setObjectName("lineEdit")
self.verticalLayout.addWidget(self.lineEdit)

self.retranslateUi(Form)
self.tabWidget.setCurrentIndex(0)
QtCore.QMetaObject.connectSlotsByName(Form)

def retranslateUi(self, Form):
_translate = QtCore.QCoreApplication.translate
Form.setWindowTitle(_translate("Form", "Form"))
self.tabWidget.setTabText(self.tabWidget.indexOf(self.PROCESS), _translate("Form", "分析过程"))
self.tabWidget.setTabText(self.tabWidget.indexOf(self.FIRST), _translate("Form", "FIRST集"))
self.tabWidget.setTabText(self.tabWidget.indexOf(self.FOLLOW), _translate("Form", "FOLLOW集"))
self.tabWidget.setTabText(self.tabWidget.indexOf(self.ANALYZE), _translate("Form", "分析表"))
self.pushButton.setText(_translate("Form", "Run"))
self.label_3.setText(_translate("Form", "State:"))
self.label.setText(_translate("Form", "文法(相同非终结符产生式用|隔开,不要回车):"))
self.label_2.setText(_translate("Form", "输入:"))

def isTerminal(self, c): # 若c介于A-Z之间则认为是非终结符(注意添加 self参数)
if c < 'A' or c > 'Z':
return True
else:
return False

def getFirstSet(self, target): # 此函数递归调用
for VN in self.generative_.keys(): # 遍历每个非终结符,直到找到target
if VN == target:
for formula in self.generative_[VN]: # 遍历非终结符的所有产生式
time = 0 # 记录产生式右侧的非终结符的first集中含ε的个数,若等于右侧产生式的长度,则将ε加入产生式左侧非终结符的first集中
for c in formula: # 分析产生式
if self.isTerminal(c): # 若为终结符则直接加入first集
self.first_set.setdefault(VN, []).append(c) # 由于set不支持索引 故使用list而不是set()
break
else:
self.getFirstSet(c)
if 'ε' in self.first_set[c]: # self.first_set[c]其实是指一个list
time += 1
else:
for value in self.first_set[c]:
self.first_set.setdefault(VN, []).append(value)
if time == len(formula):
self.first_set.setdefault(VN, []).append('ε')

def getFollowSet(self, target):
for VN in self.generative_.keys():
for formula in self.generative_[VN]:
length = len(formula)
for i in range(len(formula)):
flag = 1 # 作为判断E->ABC...中 A后面的终结符的first集中是否含ε的标志 1:含有
if formula[i] == target and flag == 1 and i < length - 1:
pos = i
cha = formula[pos + 1]
if self.isTerminal(cha): # 例如E->Ab,求A的follow集 发现A后为终结符 则直接跳过此产生式
self.follow_set.setdefault(target, []).append(cha)
break
else: # 此循环用于解决E->ABCDe,类似的target后多个终结符的first集含有$的情况
while flag == 1 and pos < len(formula) - 1:
if self.isTerminal(cha):
self.follow_set.setdefault(VN, []).append(cha)
flag = 0
break
else:
tag = 0 # 标记当前非终结符的first集中是否含ε, 0:否
for j in range(len(self.first_set[cha])):
cha1 = self.first_set[cha][j]
if cha1 != 'ε':
self.follow_set.setdefault(target, []).append(cha1)
else:
tag = 1
if tag == 0: # 若当前非终结符的first集中不否含ε, 则可分析下一个产生式
flag = 0
pos += 1
if pos == len(formula) - 1 and target != VN:
self.getFollowSet(VN)
for cha2 in self.follow_set[VN]:
self.follow_set.setdefault(target, []).append(cha2)

elif target != VN and formula[i] == target and flag == 1 and i == length - 1:
self.getFollowSet(VN)
for cha2 in self.follow_set[VN]:
self.follow_set.setdefault(target, []).append(cha2)

def getAnalyzeTable(self):
for VN in self.non_colt:
pos_x = self.non_colt.index(VN)
for formula in self.generative_[VN]:
for c in formula:
if self.isTerminal(c) and c != 'ε': # 分析表中的终结符无ε
pos_y = self.ter_colt_copy.index(c)
self.analyze_table[pos_x][pos_y] = formula
break
elif c != 'ε': # c为非终结符时
flag = 0 # 若flag为0表明非终结符的first集中不含ε
for c1 in self.first_set[c]:
if c1 == 'ε':
for c2 in self.follow_set[VN]:
pos_y = self.ter_colt_copy.index(c2)
self.analyze_table[pos_x][pos_y] = 'ε'
flag = 1
else:
pos_y = self.ter_colt_copy.index(c1)
self.analyze_table[pos_x][pos_y] = formula
if flag == 0:
break # 分析下一个产生式
else: # c为空字时
for c2 in self.follow_set[VN]:
pos_y = self.ter_colt_copy.index(c2)
self.analyze_table[pos_x][pos_y] = 'ε'

def analyzeProcess(self):
analyse_stack = []
analyse_stack.append('#')
analyse_stack.append(self.non_colt[0]) # 分析栈
# print(analyse_stack)
remain_part = list(self.input) # 剩余输入串
formula = '' # 所用产生式
action = ['初始化'] # 动作(采用列表形式)
time = 0 # 记录步骤数

self.model_3 = QStandardItemModel(30, 4)
label_x = ['分析栈', '剩余输入串', '所用产生式', '动作']
self.model_3.setHorizontalHeaderLabels(label_x)

temp = ''.join(analyse_stack)
item = QStandardItem(temp)
self.model_3.setItem(0, 0, item)
temp = ''.join(remain_part)
item = QStandardItem(temp)
self.model_3.setItem(0, 1, item)
item = QStandardItem(formula)
self.model_3.setItem(0, 2, item)
temp = ','.join(action)
item = QStandardItem(temp)
self.model_3.setItem(0, 3, item)

# print(analyse_stack)

while not (len(analyse_stack) == 1 and len(remain_part) == 1):
left = analyse_stack[-1]
right = remain_part[0]

if not self.isTerminal(left):
formula = self.analyze_table[self.non_colt.index(left)][self.ter_colt_copy.index(right)]
if left == right:
time += 1
del analyse_stack[-1]
del remain_part[0]
formula = ''
action = ['GETNEXT']
temp = ''.join(analyse_stack)
item = QStandardItem(temp)
self.model_3.setItem(time, 0, item)
temp = ''.join(remain_part)
item = QStandardItem(temp)
self.model_3.setItem(time, 1, item)
item = QStandardItem(formula)
self.model_3.setItem(time, 2, item)
temp = ','.join(action)
item = QStandardItem(temp)
self.model_3.setItem(time, 3, item)
else:
if formula == 0:
self.state = 2 # 输入串无法解析
self.message = 'Error: There is no way between \'' + left + '\' and \'' + right + '\''
break

else:
if formula == 'ε':
time += 1 # 次数加一
del analyse_stack[-1] # POP
formula = left + '->' + 'ε'
action = ['POP']
temp = ''.join(analyse_stack)
item = QStandardItem(temp)
self.model_3.setItem(time, 0, item)
temp = ''.join(remain_part)
item = QStandardItem(temp)
self.model_3.setItem(time, 1, item)
item = QStandardItem(formula)
self.model_3.setItem(time, 2, item)
temp = ','.join(action)
item = QStandardItem(temp)
self.model_3.setItem(time, 3, item)
else:
time += 1
del analyse_stack[-1] # POP
li = list(formula)
li.reverse()
analyse_stack += li
formula = left + '->' + formula
act = 'PUSH(' + ''.join(li) + ')'
action = ['POP', act]
temp = ''.join(analyse_stack)
item = QStandardItem(temp)
self.model_3.setItem(time, 0, item)
temp = ''.join(remain_part)
item = QStandardItem(temp)
self.model_3.setItem(time, 1, item)
item = QStandardItem(formula)
self.model_3.setItem(time, 2, item)
temp = ','.join(action)
item = QStandardItem(temp)
self.model_3.setItem(time, 3, item)

if len(analyse_stack) == 1 and len(remain_part) == 1:
self.state = 1
self.tableView_3.horizontalHeader().setStretchLastSection(True)
self.tableView_3.horizontalHeader().setSectionResizeMode(QHeaderView.Stretch)
self.tableView_3.setModel(self.model_3)

def isLeftRecursion(self, target): # 递归判断间接左递归
self.judge_list.append(target)
if target in self.judge and self.recursion_tag == -1: # 是否递归还未确定
for V in self.judge[target]:
if self.judge_list.count(V) > 0: # 若列表中已含有当前非终结符
self.judge_list.append(V)
self.state = 3
self.recursion_tag = 2
return

self.isLeftRecursion(V)
if self.recursion_tag == 0:
self.judge_list.remove(target)
elif target not in self.judge: # 目标元素不在间接左递归的judge中 eg.S->ab|c 递归中断 即循环链条中断
self.recursion_tag = 0
return

def getNewNon(self): # 返回新的非终结符
for cha in self.non:
if cha not in self.non_colt:
return cha

def delRecursion(self):
if 'ε' not in self.ter_colt:
self.ter_colt.append('ε')
if self.recursion_tag == 1:
for cha in self.directRecList: # 消除直接左递归
newNon = self.getNewNon() # 获得新标识符
self.non_colt.append(newNon) # 加入非终结符集合
for formula in self.generative_[cha]: # 遍历此非终结符的所有产生式
if cha == formula[0]:
s1 = formula[1:] # E->E+T 提取右侧产生式中的+T
formula_ = s1 + newNon # 替换原先的产生式
self.generative_.setdefault(newNon, []).append(formula_) # 为新终结符创建产生式
self.generative_.setdefault(newNon, []).append('ε') # 为新终结符创建产生式
self.generative_[cha].remove(formula) # 删除含直接左递归因素的产生式
i = 0 # 由于下面循环中对循环条件generative_做出修改 迭代顺序会与想象中不同 故用i作为下标进行处理
for formula1 in self.generative_[cha]: # 修改其余产生式
formula4 = formula1 + newNon
self.generative_[cha].remove(formula1)
self.generative_.setdefault(cha).insert(i, formula4)
i += 1
if self.recursion_tag == 2: # 间接左递归 以产生式 S->Qc|c;Q->Rb|b;R->Sa|a为例
#print(self.generative_)
judge_list_copy = self.judge_list.copy()
del judge_list_copy[-1] # 去掉[S,Q,R,S]中的S

while len(judge_list_copy) > 1:
# print(self.non_colt)
for VN in self.non_colt: # 遍历所有产生式 注意是所有
for formula2 in self.generative_[VN]:
flag = 0 # 判断产生式中是否含此符号
for cha1 in formula2:
if cha1 == judge_list_copy[-1]: # 等于judge_list_copy的末尾元素 自下向上进行替换
flag = 1
break
if flag == 1: # 其中一个产生式含待替换的VN 需替换的次数为VN的产生式个数
s2 = formula2 # 副本
if formula2 in self.generative_[VN]:
self.generative_[VN].remove(formula2) # 删除该产生式

for formula3 in self.generative_[judge_list_copy[-1]]: # 用R的各产生式替换
s3 = s2
s3 = s3.replace(judge_list_copy[-1], formula3)
self.generative_.setdefault(VN, []).append(s3) # 插入产生式集中
self.non_colt.remove(judge_list_copy[-1])
del self.generative_[judge_list_copy[-1]]
del judge_list_copy[-1]
print(self.generative_)

# 至此 会出现 S->Sabc|abc|bc|c 再消除一次直接左递归即可
newNon = self.getNewNon() # 获得新标识符
self.non_colt.append(newNon) # 加入非终结符集合
cha = self.judge_list[0]
for formula in self.generative_[cha]: # 遍历此非终结符的所有产生式
if cha == formula[0]: # 找到含左递归因子的产生式
s1 = formula[1:] # E->E+T 提取右侧产生式中的+T
formula_ = s1 + newNon # 替换原先的产生式
self.generative_.setdefault(newNon, []).append(formula_) # 为新终结符创建产生式
self.generative_.setdefault(newNon, []).append('ε') # 为新终结符创建产生式
self.generative_[cha].remove(formula) # 删除含直接左递归因素的产生式
print(self.generative_[cha])
print(123)

'''此方法不行!!!移除元素,并在末尾添加元素会使迭代过程超出预期
for other in self.generative_[cha]: # 修改其余产生式
s4 = other + newNon
self.generative_[cha].remove(other)
self.generative_.setdefault(cha, []).append(s4)
print(self.generative_[cha])
break
'''
i = 0
for other in self.generative_[cha]: # 修改其余产生式
s4 = other + newNon
self.generative_[cha].remove(other)
self.generative_.setdefault(cha).insert(i, s4)
i += 1
print(self.generative_[cha])
break

# 将形如E->A|B|$的产生式处理为{'E':['A','B','$'],...}的字典形式
def inputAndSolve(self):
self.generative = self.textEdit.toPlainText().split('\n')
self.input = '' + self.lineEdit.text()
terminal = '' # 临时存放非终结符
# 规范化产生式
for temp in self.generative:
s = '' # 临时存放产生式
i = 0
while i < len(temp):
if i == 0:
terminal = temp[0]
if temp[0] not in self.non_colt:
self.non_colt.append(temp[0])
i += 3 # 跳过E->A中的->
elif i >= 3:
if temp[i] == '|':
i += 1
self.generative_.setdefault(terminal, []).append(s)
s = ''
continue
else:
if self.isTerminal(temp[i]):
if temp[i] not in self.ter_colt:
self.ter_colt.append(temp[i])
s += temp[i]
i += 1
self.generative_.setdefault(terminal, []).append(s) # 每个非终结符的最后一个产生式需要
self.ter_colt_copy = self.ter_colt
if 'ε' in self.ter_colt_copy:
self.ter_colt_copy.remove('ε')
self.ter_colt_copy.append('#')

'''RECURSION'''
# 这里做简化处理 认为文法中只存在间接左递归或直接左递归中的一种 且间接左递归只含有一条循环链
# 若想完善此点 可用while循环不断判断、消除 直到确认无递归出现为止

for VN in self.generative_.keys(): # 寻找并判断直接左递归
for formula in self.generative_[VN]:
cha1 = formula[0]

if not self.isTerminal(cha1):
self.judge.setdefault(VN, []).append(cha1) # 记录每个非终结符的各个产生式的首个非终结符 为消除间接左递归准备
if VN == cha1:
self.directRecList.append(cha1) # 记录含直接左递归的非终结符
self.recursion_tag = 1 # 确定为直接左递归
self.state = 3
self.message += 'DirectLeftRecurtion:'
s = VN + '->' + formula + '\n'
self.message += s

# print(self.judge)为消除间接左递归准备
if self.recursion_tag != 1: # 若非直接左递归则继续
self.isLeftRecursion(self.non_colt[0])
if self.recursion_tag == 2: # 若此时确定recursion_tag为2 则为间接左递归
self.message = 'IndirectLeftRecurtion:'
self.message += '->'.join(self.judge_list)
# print(self.message)
# print(self.recursion_tag)

if self.recursion_tag == 1 or self.recursion_tag == 2: # 含有左递归
self.delRecursion()
textEditBoxList = [] # 显示修改后的文法
textEditBoxList.extend(self.generative)
textEditBoxList.append(' ')
bound = '***左递归消除后的文法为***'
textEditBoxList.append(bound)
textEditBoxList.append(' ')
for VN in self.generative_:
str = VN + '->'
for formula in self.generative_[VN]:
if formula == self.generative_[VN][-1]:
str = str + formula
else:
str = str + formula + '|'
textEditBoxList.append(str)
textEditBoxStr = '\n'.join(textEditBoxList)
self.textEdit.setText(textEditBoxStr)

self.state = 0 # 若含有左递归 则已消除
print(self.generative_)

# 接下来进行过程的求解
if self.state == 0:
'''FIRST'''
# 求first集
for VN in self.generative_.keys():
self.getFirstSet(VN)
# 去除first集key对应的list中重复的非终结符
for VN in self.first_set:
test = list(set(self.first_set[VN]))
self.first_set[VN] = test
# 将first集作为数据源以QTableView的形式展示出来
self.model = QStandardItemModel(len(self.non_colt), len(self.ter_colt))
label_y = []
for s in self.non_colt:
label_y.append(s)
self.model.setVerticalHeaderLabels(label_y)
for row in range(len(self.non_colt)):
for column in range(len(self.first_set[self.non_colt[row]])):
item = QStandardItem(self.first_set[self.non_colt[row]][column])
self.model.setItem(row, column, item)
self.tableView.horizontalHeader().setStretchLastSection(True)
self.tableView.horizontalHeader().setSectionResizeMode(QHeaderView.Stretch)
self.tableView.setModel(self.model)
# print(self.first_set)

'''FOLLOW'''
# 求follow集
for VN in self.non_colt:
if VN == self.generative[0][0]: # 在开始符E的follow集中加入#
self.follow_set.setdefault(VN, []).append('#')
self.getFollowSet(VN)
# 去除follow集key对应的list中重复的非终结符
for VN in self.follow_set:
test = list(set(self.follow_set[VN]))
self.follow_set[VN] = test
# 将follow集作为数据源以QTableView的形式展示出来
self.model_2 = QStandardItemModel(len(self.non_colt), len(self.ter_colt))
self.model_2.setVerticalHeaderLabels(label_y)
for row in range(len(self.non_colt)):
for column in range(len(self.follow_set[self.non_colt[row]])):
item = QStandardItem(self.follow_set[self.non_colt[row]][column])
self.model_2.setItem(row, column, item)
self.tableView_2.horizontalHeader().setStretchLastSection(True)
self.tableView_2.horizontalHeader().setSectionResizeMode(QHeaderView.Stretch)
self.tableView_2.setModel(self.model_2)

'''ANALYZE'''
self.analyze_table = [[0 for col in range(len(self.ter_colt))] for row in range(len(self.non_colt))]
self.getAnalyzeTable()
self.model_4 = QStandardItemModel(len(self.non_colt), len(self.ter_colt_copy))
label_x = []
label_y = []
for s in self.ter_colt_copy:
label_x.append(s)
for s in self.non_colt:
label_y.append(s)
self.model_4.setHorizontalHeaderLabels(label_x)
self.model_4.setVerticalHeaderLabels(label_y)
for row in range(len(self.non_colt)):
for column in range(len(self.ter_colt_copy)):
item = QStandardItem(self.analyze_table[row][column])
self.model_4.setItem(row, column, item)
self.tableView_4.horizontalHeader().setStretchLastSection(True)
self.tableView_4.horizontalHeader().setSectionResizeMode(QHeaderView.Stretch)
self.tableView_4.setModel(self.model_4)
print(self.analyze_table)

'''PROCESS'''
self.analyzeProcess()

if self.state == 0 and self.recursion_tag == 0:
self.message = 'Null'
elif self.state == 1 and self.recursion_tag == 0:
self.message = 'Accepted!\n'
# state等于2,3的情况已经在分析过程中添加到message中
self.textBrowser.setText(self.message)

def btnRun_Clicked(self):

self.inputAndSolve()


if __name__ == "__main__":
import sys

app = QtWidgets.QApplication(sys.argv)
Form = QtWidgets.QWidget()
ui = Ui_Form()
ui.setupUi(Form)
Form.show()
sys.exit(app.exec_())

 

标签:语法分析,终结符,LL,VN,self,编译,generative,formula,colt
From: https://blog.51cto.com/u_15849465/5801379

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