以下是一个简单的 Python 代码示例,演示了如何使用基本块划分和DAG优化算法对四元式进行优化:
```python
# 定义四元式列表
quadruples = [
("+", "a", "b", "t1"),
("*", "t1", "c", "t2"),
("-", "t2", "d", "t3"),
("=", "t3", "", "e"),
("if", "e", "", "L1"),
("+", "f", "g", "t4"),
("*", "t4", "h", "t5"),
("-", "t5", "i", "t6"),
("=", "t6", "", "j"),
("goto", "", "", "L2"),
("label", "", "", "L1"),
("print", "k", "", ""),
("label", "", "", "L2")
]
# 划分基本块
basic_blocks = []
current_block = []
for quadruple in quadruples:
current_block.append(quadruple)
if quadruple[0] == "if" or quadruple[0] == "goto" or quadruple[0] == "label":
basic_blocks.append(current_block)
current_block = []
# 对每个基本块进行DAG优化
optimized_quadruples = []
for block in basic_blocks:
dag = {}
for quadruple in block:
if quadruple[0] == "=":
if quadruple[1] not in dag:
dag[quadruple[1]] = {"op": "=", "arg1": quadruple[2], "arg2": None}
else:
dag[quadruple[1]]["arg1"] = quadruple[2]
optimized_quadruples.append(quadruple)
else:
arg1 = dag[quadruple[1]] if quadruple[1] in dag else quadruple[1]
arg2 = dag[quadruple[2]] if quadruple[2] in dag else quadruple[2]
if (arg1, arg2) not in dag.values():
t = "t" + str(len(dag) + 1)
dag[t] = {"op