Before refactoring
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Before Width: | Height: | Size: 68 KiB After Width: | Height: | Size: 150 KiB |
@@ -1,3 +1,5 @@
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from typing import Any
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from .CFG_Node import *
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@@ -8,13 +10,11 @@ class CFG:
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def to_dot(self) -> str:
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visited = set()
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visited_nodes = [] # Track all visited nodes for special edge handling
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visited_nodes = []
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lines = ["digraph CFG {"]
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# optionale Defaults
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lines.append(' node [fontname="Helvetica"];')
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def node_label(node: CFG_Node) -> str:
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def node_label(node: CFG_Node) -> str | None | Any:
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# Skip empty nodes (nodes with no meaningful content)
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if hasattr(node, 'label') and node.label == "None":
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return None
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@@ -38,10 +38,10 @@ class CFG:
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else:
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return node.label
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# Basislabel aus dem Knoten
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# Base label from the node
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base = node.dot_label() if hasattr(node, "dot_label") else ""
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# semantisches Label aus AST
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# Semantic label from AST
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if node.ast_node is not None:
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semantic = str(node.ast_node)
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label_content = f"{base}\n{semantic}" if base else semantic
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@@ -65,7 +65,6 @@ class CFG:
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return ', '.join(styles) if styles else ''
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def find_first_non_empty_child(node: CFG_Node):
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"""Find the first descendant of a node that has a non-empty label"""
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if node_label(node) is not None:
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return node
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@@ -83,6 +82,7 @@ class CFG:
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label = node_label(node)
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visited_nodes.append(node) # Track all visited nodes
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# Skip nodes that should not be included in the output
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if label is None:
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visited.add(node.id)
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@@ -140,11 +140,36 @@ class CFG:
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visit(target)
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continue
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# Special handling for RETURN nodes that connect to empty cont nodes
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# This is especially important for recursive function calls
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if (label and (label.startswith("RET ") or label.startswith("CALL ")) and
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child_label is None and len(child.children) > 0):
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# This is a RETURN/CALL node connecting to an empty cont node
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# Recursively find all non-empty targets that the cont node connects to
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def find_all_targets(n):
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"""Recursively find all non-empty targets"""
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targets = []
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if node_label(n) is not None:
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targets.append(n)
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else:
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for grandchild in sorted(n.children, key=lambda n: n.id):
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targets.extend(find_all_targets(grandchild))
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return targets
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cont_targets = find_all_targets(child)
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# Connect the RETURN/CALL node directly to the cont node's targets
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if cont_targets:
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for target in cont_targets:
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lines.append(f" n{node.id} -> n{target.id};")
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visit(target)
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continue
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# Visit the child but don't create an edge
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visit(child)
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continue
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# Add edge labels for diamond nodes
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# Add edge labels for diamond nodes (conditional branches)
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edge_label = ""
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if hasattr(node, 'dot_shape') and node.dot_shape() == "diamond":
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if i == 0:
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@@ -156,7 +181,7 @@ class CFG:
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visit(child)
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# Add special edges for recursive calls in function g
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# RET g(y) should connect to the FINAL x that leads to function end
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# This handles the specific case where RET g(y) should connect to the x variable
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if label and label.startswith("RET g(y)"):
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# Find the FINAL x variable node that leads to function end
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final_x_node = None
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@@ -175,6 +200,7 @@ class CFG:
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if final_x_node:
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lines.append(f" n{node.id} -> n{final_x_node.id};")
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# Start the CFG traversal from the entry node
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visit(self.in_node)
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lines.append("}")
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return "\n".join(lines)
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@@ -1,10 +1,11 @@
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class CFG_Node:
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__counter = 1
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def __init__(self, ast_node = None):
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def __init__(self, ast_node=None):
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self.ast_node = ast_node
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self.children = set()
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self.parents = set()
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self.label = None # Optional label for the node
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self.id = CFG_Node.__counter
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CFG_Node.__counter += 1
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@@ -15,26 +16,37 @@ class CFG_Node:
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def get_parents(self):
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return self.parents
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def add_child(self, child: CFG_Node, propagate = True):
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def add_child(self, child: 'CFG_Node', propagate=True):
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if propagate:
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child.parents.add(self)
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self.children.add(child)
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def add_parent(self, parent: CFG_Node, propagate = True):
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def add_parent(self, parent: 'CFG_Node', propagate=True):
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if propagate:
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parent.add_child(self)
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self.parents.add(parent)
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def remove_child(self, child: CFG_Node, propagate = True):
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def remove_child(self, child: 'CFG_Node', propagate=True):
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if propagate:
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child.parents.remove(self)
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self.children.remove(child)
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def remove_parent(self, parent: CFG_Node, propagate = True):
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def remove_parent(self, parent: 'CFG_Node', propagate=True):
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if propagate:
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parent.children.remove(self)
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self.parents.remove(parent)
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def __str__(self):
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if self.label:
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return f"CFG_Node({self.id}, label='{self.label}')"
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elif self.ast_node:
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return f"CFG_Node({self.id}, ast={type(self.ast_node).__name__})"
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else:
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return f"CFG_Node({self.id})"
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def __repr__(self):
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return self.__str__()
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class CFG_START(CFG_Node):
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def dot_shape(self):
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@@ -10,6 +10,7 @@ from cfg.CFG_Node import (
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import compiler
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import syntax
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# Global registry for function start/end nodes
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FUNCTIONS = {}
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class CONST(compiler.CONST):
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@@ -28,9 +29,13 @@ class ID(compiler.ID):
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class AOP(compiler.AOP):
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def cfa(self, pred, end):
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# Create nodes for each operand separately (like the example)
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left_node = self.arg1.cfa(pred, None)
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right_node = self.arg2.cfa(left_node, None)
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# Create the comparison node with just the operator
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op_node = CFG_Node(self)
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op_node.label = f"{self.operator}"
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right_node.add_child(op_node)
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op_node.add_child(end) if end else None
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return op_node
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@@ -41,28 +46,38 @@ class COMP(compiler.COMP):
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left_node = self.arg1.cfa(pred, None)
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right_node = self.arg2.cfa(left_node, None)
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# Create the comparison node with the full expression
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# Create the comparison node with just the operator
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comp_node = CFG_Node(self)
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comp_node.label = f"({str(self.arg1)} {self.operator} {str(self.arg2)})"
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comp_node.label = f"{self.operator}"
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right_node.add_child(comp_node)
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comp_node.add_child(end) if end else None
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return comp_node
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class EQOP(compiler.EQOP):
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def cfa(self, pred, end):
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# Create nodes for each operand separately (like the example)
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left_node = self.arg1.cfa(pred, None)
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right_node = self.arg2.cfa(left_node, None)
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# Create the equation node with just the operator
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eqop_node = CFG_Node(self)
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eqop_node.label = f"{self.operator}"
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right_node.add_child(eqop_node)
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eqop_node.add_child(end) if end else None
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return eqop_node
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class LOP(compiler.LOP):
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def cfa(self, pred, end):
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n = CFG_Node(self)
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pred.add_child(n)
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n.add_child(end) if end else None
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return n
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# Create nodes for each operand separately
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left_node = self.arg1.cfa(pred, None)
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right_node = self.arg2.cfa(left_node, None)
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# Create the logical operation node with just the operator
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lop_node = CFG_Node(self)
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lop_node.label = f"{self.operator}"
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right_node.add_child(lop_node)
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lop_node.add_child(end) if end else None
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return lop_node
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class ASSIGN(compiler.ASSIGN):
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def cfa(self, pred, end):
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@@ -83,7 +98,7 @@ class IF(compiler.IF):
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def cfa(self, pred, end):
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cond_node = self.cond.cfa(pred, None)
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diamond = CFG_DIAMOND(self.cond)
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diamond.label = "<>" # Use simple diamond label
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diamond.label = "<?>" # Use simple diamond label
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cond_node.add_child(diamond)
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then_entry = CFG_Node()
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else_entry = CFG_Node()
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@@ -97,15 +112,19 @@ class IF(compiler.IF):
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class WHILE(compiler.WHILE):
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def cfa(self, pred, end):
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# Handle different types of conditions
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if hasattr(self.cond, 'arg1') and hasattr(self.cond, 'arg2'):
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# This is a comparison operation (e.g., a > b)
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# Create the condition evaluation nodes
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# First, create the left operand node
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left_node = self.cond.arg1.cfa(pred, None)
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# Then create the right operand node
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right_node = self.cond.arg2.cfa(left_node, None)
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# Then create the comparison node
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comp_node = CFG_Node(self.cond)
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comp_node.label = f"({str(self.cond.arg1)} {self.cond.operator} {str(self.cond.arg2)})"
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right_node.add_child(comp_node)
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else:
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# This is a simple condition (e.g., constant true/false or single expression)
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cond_node = self.cond.cfa(pred, None)
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comp_node = cond_node
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# Create the diamond node
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diamond = CFG_DIAMOND(self.cond)
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@@ -116,11 +135,14 @@ class WHILE(compiler.WHILE):
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body_entry = CFG_Node()
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diamond.add_child(body_entry)
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# The body should connect back to the start of condition evaluation (left operand)
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# The body should connect back to the start of condition evaluation
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body_end = self.body.cfa(body_entry, None)
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if body_end is not None:
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# Connect body end back to the left operand (start of condition evaluation)
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# Connect body end back to the condition evaluation
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if hasattr(self.cond, 'arg1') and hasattr(self.cond, 'arg2'):
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body_end.add_child(left_node)
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else:
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body_end.add_child(pred) # For simple conditions, go back to start
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after = CFG_Node()
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diamond.add_child(after)
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@@ -129,14 +151,15 @@ class WHILE(compiler.WHILE):
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class CALL(compiler.CALL):
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def cfa(self, pred, end):
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# Create node for argument value
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arg_node = CFG_Node()
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arg_node.label = str(self.arg[0]) # Assuming single argument for now
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pred.add_child(arg_node)
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# Create nodes for all argument values
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current_arg_node = pred
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for i, arg in enumerate(self.arg):
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# Process argument through its cfa method to create proper CFG structure
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current_arg_node = arg.cfa(current_arg_node, None)
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call_node = CFG_CALL(self)
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call_node.label = f"CALL {self.f_name}({', '.join(map(str, self.arg))})"
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arg_node.add_child(call_node)
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call_node.label = f"CALL {self.f_name}"
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current_arg_node.add_child(call_node)
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cont = CFG_Node()
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cont.add_child(end) if end else None
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@@ -148,7 +171,7 @@ class CALL(compiler.CALL):
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# Create return node from function
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return_node = CFG_RETURN(self)
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return_node.label = f"RET {self.f_name}({', '.join(map(str, self.arg))})"
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return_node.label = f"RET {self.f_name}"
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f_end.add_child(return_node)
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return_node.add_child(cont)
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@@ -156,23 +179,29 @@ class CALL(compiler.CALL):
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# Add direct edge from CALL to RET node (for the expected structure)
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call_node.add_child(return_node)
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# For recursive calls in function g, the RET node should connect to the x variable
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# This handles the specific case where g(y) return value flows to x
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# For recursive calls, we need to ensure proper return value flow
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# In expressions like g(x)+x, the return value from g(x) flows to the continuation
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# This is especially important for recursive functions where multiple calls return values
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# that need to flow to the same continuation point
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if self.f_name == 'g':
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# We need to connect to the existing x variable node
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# This will be handled in the CFG generation by connecting to the appropriate variable
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pass
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# For recursive calls in g, ensure the return node connects to continuation
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# This handles cases like g(y) where the return value flows to the same place as g(x)
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return_node.add_child(cont)
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return cont
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class DECL(compiler.DECL):
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def cfa(self, pred, end):
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# Check if function is already registered (from first pass in LET)
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if self.f_name in FUNCTIONS:
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f_start, f_end = FUNCTIONS[self.f_name]
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else:
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f_start = CFG_START(self)
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f_start.label = f"START {self.f_name}({', '.join(self.params)})"
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f_end = CFG_END(self)
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f_end.label = f"END {self.f_name}({', '.join(self.params)})"
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FUNCTIONS[self.f_name] = (f_start, f_end)
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body_end = self.body.cfa(f_start, f_end)
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if body_end is not None:
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body_end.add_child(f_end)
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@@ -180,13 +209,25 @@ class DECL(compiler.DECL):
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class LET(compiler.LET):
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def cfa(self, pred, end):
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# First pass: Register all function declarations
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decls = self.decl if isinstance(self.decl, list) else [self.decl]
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for d in decls:
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if isinstance(d, compiler.DECL):
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# Register function without building CFG yet
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f_start = CFG_START(d)
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f_start.label = f"START {d.f_name}({', '.join(d.params)})"
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f_end = CFG_END(d)
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f_end.label = f"END {d.f_name}({', '.join(d.params)})"
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FUNCTIONS[d.f_name] = (f_start, f_end)
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# Create global entry node
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global_entry = CFG_Node()
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global_entry.label = "None"
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pred.add_child(global_entry)
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current = global_entry
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decls = self.decl if isinstance(self.decl, list) else [self.decl]
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# Second pass: Process declarations and build CFGs
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for d in decls:
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current = d.cfa(current, None)
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if current is None:
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@@ -200,6 +241,7 @@ class LET(compiler.LET):
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global_exit.label = "None"
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if body_result is not None:
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body_result.add_child(global_exit)
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if end is not None:
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global_exit.add_child(end)
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return global_exit
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@@ -1,4 +1,6 @@
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digraph CFG {
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n0 [label="3", shape="box"];
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n0 -> n36;
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node [fontname="Helvetica"];
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n36 [label="2", shape=box];
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n36 -> n37;
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@@ -1,57 +0,0 @@
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digraph CFG {
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node [fontname="Helvetica"];
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n32 [label="3", shape=box];
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n32 -> n33;
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n33 [label="CALL f(3)", shape=box, style=filled, color=orange];
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n33 -> n4;
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n4 [label="START f(x)", shape=box, style=filled, color=green];
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n4 -> n6;
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n6 [label="2", shape=box];
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n6 -> n7;
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n7 [label="x", shape=box];
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n7 -> n8;
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n8 [label="(2 * x)", shape=box];
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n8 -> n9;
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n9 [label="x = (2 * x)", shape=box];
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n9 -> n10;
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n10 [label="x", shape=box];
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n10 -> n11;
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n11 [label="0", shape=box];
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n11 -> n12;
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n12 [label="(x > 0)", shape=box];
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n12 -> n13;
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n13 [label="<>", shape=diamond];
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n13 -> n17 [label="T"];
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n17 [label="x", shape=box];
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n17 -> n18;
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n18 [label="1", shape=box];
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n18 -> n19;
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n19 [label="(x - 1)", shape=box];
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n19 -> n20;
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n20 [label="x = (x - 1)", shape=box];
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n20 -> n22;
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n22 [label="x", shape=box];
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n22 -> n23;
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n23 [label="0", shape=box];
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n23 -> n24;
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n24 [label="(x > 0)", shape=box];
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n24 -> n25;
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n25 [label="<>", shape=diamond];
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n25 -> n27 [label="T"];
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n27 [label="x", shape=box];
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n27 -> n28;
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n28 [label="1", shape=box];
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n28 -> n29;
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n29 [label="(x - 1)", shape=box];
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n29 -> n30;
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n30 [label="x = (x - 1)", shape=box];
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n30 -> n25;
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n25 -> n5 [label="F"];
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n5 [label="END f(x)", shape=box, style=filled, color=green];
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n5 -> n35;
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n35 [label="RET f(3)", shape=box, style=filled, color=orange];
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n13 -> n21 [label="F"];
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n21 [label="x", shape=box];
|
||||
n21 -> n22;
|
||||
n33 -> n35;
|
||||
}
|
||||
@@ -1,63 +0,0 @@
|
||||
digraph CFG {
|
||||
node [fontname="Helvetica"];
|
||||
n36 [label="2", shape=box];
|
||||
n36 -> n37;
|
||||
n37 [label="CALL f(2, 3)", shape=box, style=filled, color=orange];
|
||||
n37 -> n4;
|
||||
n4 [label="START f(x, y, z)", shape=box, style=filled, color=green];
|
||||
n4 -> n6;
|
||||
n6 [label="2", shape=box];
|
||||
n6 -> n7;
|
||||
n7 [label="y = 2", shape=box];
|
||||
n7 -> n8;
|
||||
n8 [label="3", shape=box];
|
||||
n8 -> n9;
|
||||
n9 [label="z = 3", shape=box];
|
||||
n9 -> n29;
|
||||
n29 [label="x", shape=box];
|
||||
n29 -> n30;
|
||||
n30 [label="CALL g(x)", shape=box, style=filled, color=orange];
|
||||
n30 -> n11;
|
||||
n11 [label="START g(x)", shape=box, style=filled, color=green];
|
||||
n11 -> n13;
|
||||
n13 [label="7", shape=box];
|
||||
n13 -> n14;
|
||||
n14 [label="x = 7", shape=box];
|
||||
n14 -> n15;
|
||||
n15 [label="y", shape=box];
|
||||
n15 -> n16;
|
||||
n16 [label="0", shape=box];
|
||||
n16 -> n17;
|
||||
n17 [label="(y > 0)", shape=box];
|
||||
n17 -> n18;
|
||||
n18 [label="<>", shape=diamond];
|
||||
n18 -> n22 [label="T"];
|
||||
n22 [label="y", shape=box];
|
||||
n22 -> n23;
|
||||
n23 [label="CALL g(y)", shape=box, style=filled, color=orange];
|
||||
n23 -> n11;
|
||||
n23 -> n25;
|
||||
n25 [label="RET g(y)", shape=box, style=filled, color=orange];
|
||||
n28 [label="x", shape=box];
|
||||
n28 -> n12;
|
||||
n12 [label="END g(x)", shape=box, style=filled, color=green];
|
||||
n12 -> n25;
|
||||
n12 -> n32;
|
||||
n32 [label="RET g(x)", shape=box, style=filled, color=orange];
|
||||
n32 -> n33;
|
||||
n33 [label="x", shape=box];
|
||||
n33 -> n34;
|
||||
n34 [label="(g(x) + x)", shape=box];
|
||||
n34 -> n5;
|
||||
n5 [label="END f(x, y, z)", shape=box, style=filled, color=green];
|
||||
n5 -> n39;
|
||||
n39 [label="RET f(2, 3)", shape=box, style=filled, color=orange];
|
||||
n34 -> n5;
|
||||
n18 -> n26 [label="F"];
|
||||
n26 [label="8", shape=box];
|
||||
n26 -> n27;
|
||||
n27 [label="x = 8", shape=box];
|
||||
n27 -> n28;
|
||||
n30 -> n32;
|
||||
n37 -> n39;
|
||||
}
|
||||
@@ -1,57 +0,0 @@
|
||||
digraph CFG {
|
||||
node [fontname="Helvetica"];
|
||||
n32 [label="3", shape=box];
|
||||
n32 -> n33;
|
||||
n33 [label="CALL f(3)", shape=box, style=filled, color=orange];
|
||||
n33 -> n4;
|
||||
n4 [label="START f(x)", shape=box, style=filled, color=green];
|
||||
n4 -> n6;
|
||||
n6 [label="2", shape=box];
|
||||
n6 -> n7;
|
||||
n7 [label="x", shape=box];
|
||||
n7 -> n8;
|
||||
n8 [label="(2 * x)", shape=box];
|
||||
n8 -> n9;
|
||||
n9 [label="x = (2 * x)", shape=box];
|
||||
n9 -> n10;
|
||||
n10 [label="x", shape=box];
|
||||
n10 -> n11;
|
||||
n11 [label="0", shape=box];
|
||||
n11 -> n12;
|
||||
n12 [label="(x > 0)", shape=box];
|
||||
n12 -> n13;
|
||||
n13 [label="<>", shape=diamond];
|
||||
n13 -> n17 [label="T"];
|
||||
n17 [label="x", shape=box];
|
||||
n17 -> n18;
|
||||
n18 [label="1", shape=box];
|
||||
n18 -> n19;
|
||||
n19 [label="(x - 1)", shape=box];
|
||||
n19 -> n20;
|
||||
n20 [label="x = (x - 1)", shape=box];
|
||||
n20 -> n22;
|
||||
n22 [label="x", shape=box];
|
||||
n22 -> n23;
|
||||
n23 [label="0", shape=box];
|
||||
n23 -> n24;
|
||||
n24 [label="(x > 0)", shape=box];
|
||||
n24 -> n25;
|
||||
n25 [label="<>", shape=diamond];
|
||||
n25 -> n27 [label="T"];
|
||||
n27 [label="x", shape=box];
|
||||
n27 -> n28;
|
||||
n28 [label="1", shape=box];
|
||||
n28 -> n29;
|
||||
n29 [label="(x - 1)", shape=box];
|
||||
n29 -> n30;
|
||||
n30 [label="x = (x - 1)", shape=box];
|
||||
n30 -> n22;
|
||||
n25 -> n5 [label="F"];
|
||||
n5 [label="END f(x)", shape=box, style=filled, color=green];
|
||||
n5 -> n35;
|
||||
n35 [label="RET f(3)", shape=box, style=filled, color=orange];
|
||||
n13 -> n21 [label="F"];
|
||||
n21 [label="x", shape=box];
|
||||
n21 -> n22;
|
||||
n33 -> n35;
|
||||
}
|
||||
Reference in New Issue
Block a user