def __parse(self, tokens):
"""
The recursive parser that builds the parse tree from one line of
source code.
:param tokens: The tokens from the source line separated by whitespace
in a list of strings.
:exception: raises a syntax_error.SyntaxError with the message
'Incomplete statement' if the statement is incomplete (e.g.
there are no tokens left and this method was called).
:exception: raises a syntax_error.SyntaxError with the message
'Invalid token {token}' if an unrecognized token is
encountered (e.g. not one of the tokens listed above).
:return:
"""
if len(tokens) < 1:
return
firstToken = tokens[0]
if firstToken is self.COMMENT_TOKEN:
return
if firstToken.isdigit():
node = literal_node.LiteralNode(firstToken)
self.parseTrees.append(node)
elif firstToken.isidentifier():
self.symTbl[firstToken] = ''
node = variable_node.VariableNode(firstToken, self.symTbl)
self.parseTrees.append(node)
elif firstToken == self.ASSIGNMENT_TOKEN:
first = self.parseTrees.pop()
second = self.parseTrees.pop()
valid = self.checkIfPoppedNodesAreValidForAssignmentNode(
first, second)
if valid == True:
node = assignment_node.AssignmentNode(first, second,
self.symTbl, firstToken)
self.parseTrees.append(node)
node.evaluate()
else:
self.syntaxError = True
raise syntax_error.SyntaxError('Incomplete Statement' +
' line Number ' +
str(self.lineNum))
elif firstToken in self.MATH_TOKENS:
first = self.parseTrees.pop()
second = self.parseTrees.pop()
valid = self.checkIfPoppedNodesAreValidForMathNode(first, second)
if valid == True:
node = math_node.MathNode(first, second, firstToken)
self.parseTrees.append(node)
else:
self.syntaxError = True
raise syntax_error.SyntaxError('Incomplete Statement' +
' line Number ' +
str(self.lineNum))
self.__parse(tokens[1:])
def __parse(self, tokens):
"""
The recursive parser that builds the parse tree from one line of
source code.
:param tokens: The tokens from the source line separated by whitespace
in a list of strings.
:exception: raises a syntax_error.SyntaxError with the message
'Incomplete statement' if the statement is incomplete (e.g.
there are no tokens left and this method was called).
:exception: raises a syntax_error.SyntaxError with the message
'Invalid token {token}' if an unrecognized token is
encountered (e.g. not one of the tokens listed above).
:return:
"""
if len(tokens) > 0:
token = tokens.pop(0)
else:
return
if token is self.COMMENT_TOKEN:
return None
elif token is self.PRINT_TOKEN:
return print_node.PrintNode(self.__parse(tokens))
elif token.isdigit():
return literal_node.LiteralNode(token)
elif token == '=':
return assignment_node.AssignmentNode(self.__parse(tokens),
self.__parse(tokens),
self.symTbl, token)
elif token in self.MATH_TOKENS:
left = self.__parse(tokens)
right = self.__parse(tokens)
if not isinstance(left,
(literal_node.LiteralNode, math_node.MathNode,
variable_node.VariableNode)):
raise syntax_error.SyntaxError('Incomplete expression')
if not isinstance(right,
(literal_node.LiteralNode, math_node.MathNode,
variable_node.VariableNode)):
raise syntax_error.SyntaxError('Incomplete expression')
return math_node.MathNode(left, right, token)
elif token.isidentifier():
return variable_node.VariableNode(token, self.symTbl)
else:
raise syntax_error.SyntaxError("Invalid token {" + str(token) +
"}")
def __parse(self, tokens):
"""
The recursive parser that builds the parse tree from one line of
source code.
:param tokens: The tokens from the source line separated by whitespace
in a list of strings.
:exception: raises a syntax_error.SyntaxError with the message
'Incomplete statement' if the statement is incomplete (e.g.
there are no tokens left and this method was called).
:exception: raises a syntax_error.SyntaxError with the message
'Invalid token {token}' if an unrecognized token is
encountered (e.g. not one of the tokens listed above).
:return:
"""
if len(tokens) == 0:
return
elif tokens[0].isidentifier():
node = variable_node.VariableNode(tokens[0], self.symTbl)
self.parseTrees.append(node)
elif tokens[0].isdigit():
node = literal_node.LiteralNode(int(tokens[0]))
self.parseTrees.append(node)
elif tokens[0] == '=':
node = assignment_node.AssignmentNode(self.parseTrees.pop(),
self.parseTrees.pop(),
self.symTbl, tokens[0])
self.parseTrees.append(node)
elif tokens[0] == '@':
node = print_node.PrintNode(self.parseTrees.pop())
self.parseTrees.append(node)
elif tokens[0] in self.MATH_TOKENS:
x = self.parseTrees.pop()
y = self.parseTrees.pop()
if not isinstance(x,
(variable_node.VariableNode,
literal_node.LiteralNode, math_node.MathNode)):
raise syntax_error.SyntaxError('Incomplete Statement')
if not isinstance(y,
(variable_node.VariableNode,
literal_node.LiteralNode, math_node.MathNode)):
raise syntax_error.SyntaxError('Incomplete Statement')
node = math_node.MathNode(x, y, tokens[0])
self.parseTrees.append(node)
else:
raise syntax_error.SyntaxError("Invalid token")
self.__parse(tokens[1:])
"""
def parse(self):
"""
The public parse is responsible for looping over the lines of
source code and constructing the parseTree, as a series of
calls to the helper function that are appended to this list.
It needs to handle and display any syntax_error.SyntaxError
exceptions that get raised.
: return None
"""
count = 1
fh = open(self.srcFile)
for i in fh:
try:
self.lineNum = count
tokens = i.split()
if i[0] == '#' or tokens == []:
count += 1
continue
elif any(self.MATH_TOKENS) in tokens:
if len(tokens) < 3:
raise syntax_error.SyntaxError("Incomplete Statement")
if '=' in tokens[1:]:
count += 1
raise syntax_error.SyntaxError("Invalid Token")
if i[0] == '=' or i[0] == '@':
count += 1
if len(tokens) == 1:
if tokens[0] == '@':
node = print_node.PrintNode(
literal_node.LiteralNode(' '))
self.parseTrees.append(node)
else:
if '@' in tokens[1:]:
raise syntax_error.SyntaxError(
"Bad assignment expression")
raise syntax_error.SyntaxError(
"Incomplete Statement")
self.__parse(tokens[::-1])
else:
count += 1
if not (i[0] in self.MATH_TOKENS):
raise syntax_error.SyntaxError("Invalid Token")
except syntax_error.SyntaxError as syn:
self.syntaxError = True
print("Line ", self.lineNum, " ", syn)
def __parse(self, tokens):
"""
The recursive parser that builds the parse tree from one line of
source code.
:param tokens: The tokens from the source line separated by whitespace
in a list of strings.
:exception: raises a syntax_error.SyntaxError with the message
'Incomplete statement' if the statement is incomplete (e.g.
there are no tokens left and this method was called).
:exception: raises a syntax_error.SyntaxError with the message
'Invalid token {token}' if an unrecognized token is
encountered (e.g. not one of the tokens listed above).
:return:
"""
if len(tokens) <= 0:
raise (syntax_error.SyntaxError("Invalid Expression"))
current = tokens[0]
if len(tokens) > 0:
if type(tokens) is str:
tokens = None
else:
tokens.pop(0)
if current == self.ASSIGNMENT_TOKEN:
if len(tokens) > 0:
return assignment_node.AssignmentNode(self.__parse(tokens.pop(0)),self.__parse(tokens),self.symTbl,'=')
else:
raise syntax_error.SyntaxError('Incomplete statement')
elif current in self.MATH_TOKENS:
return math_node.MathNode(self.__parse(tokens),self.__parse(tokens), current)
elif current == self.PRINT_TOKEN:
if len(tokens)>0:
return print_node.PrintNode(self.__parse(tokens))
else:
return print_node.PrintNode()
elif current.isdigit():
return literal_node.LiteralNode(current)
elif current.isalpha():
return variable_node.VariableNode(current,self.symTbl)
elif current == self.COMMENT_TOKEN:
pass
elif current is None:
raise syntax_error.SyntaxError('Incomplete statement')
else:
raise syntax_error.SyntaxError('Invalid token ' + current)
def __parse(self, tokens):
"""
The recursive parser that builds the parse tree from one line of
source code.
:param tokens: The tokens from the source line separated by whitespace
in a list of strings.
:exception: raises a syntax_error.SyntaxError with the message
'Incomplete statement' if the statement is incomplete (e.g.
there are no tokens left and this method was called).
:exception: raises a syntax_error.SyntaxError with the message
'Invalid token {token}' if an unrecognized token is
encountered (e.g. not one of the tokens listed above).
:return:
"""
# pass
print('tokens are',tokens)
token_list = ['+', '-', '*', '//', '#', '=', '@']
if not tokens:
raise syntax_error.SyntaxError('Incomplete statement')
for i in tokens:
if not i.isdigit() and not i.isidentifier():
if i not in token_list:
raise syntax_error.SyntaxError('Invalid token {i}')
i =0
while(i < len(tokens)):
if tokens[i] == PreTee.COMMENT_TOKEN:
i+=1
elif tokens[i].isidentifier():
variable_node.VariableNode(tokens[i], self.symTbl[tokens[i]])
i+=1
elif tokens[i].isdigit():
literal_node.LiteralNode(tokens[i])
i+=1
elif tokens[i] in PreTee.MATH_TOKENS:
left_val = self.__parse(tokens[i+1])
right_val = self.__parse(tokens[i+2])
math_node.MathNode(left_val, right_val, tokens[i])
i+=2
def __parse(self, tokens):
"""
The recursive parser that builds the parse tree from one line of
source code.
:param tokens: The tokens from the source line separated by whitespace
in a list of strings.
:exception: raises a syntax_error.SyntaxError with the message
'Incomplete statement' if the statement is incomplete (e.g.
there are no tokens left and this method was called).
:exception: raises a syntax_error.SyntaxError with the message
'Invalid token {token}' if an unrecognized token is
encountered (e.g. not one of the tokens listed above).
:return: the object of one of node classes based on the type token.
Node classes: literal_node.LiteralNode, variable_node.VariableNode,
assignment_node.AssignmentNode, print_node.PrintNode,
math_node.MathNode
"""
if len(tokens) is 0:
raise syntax_error.SyntaxError('Incomplete statement')
token = tokens.pop()
if token.isdigit():
return literal_node.LiteralNode(token)
elif token.isidentifier():
return variable_node.VariableNode(token, self.symTbl)
elif token is self.ASSIGNMENT_TOKEN:
return assignment_node.AssignmentNode(self.__parse(tokens),
self.__parse(tokens), self.symTbl, token)
elif token is self.PRINT_TOKEN:
if len(tokens) > 0:
return print_node.PrintNode(self.__parse(tokens))
else:
return print_node.PrintNode()
elif token in self.MATH_TOKENS:
return math_node.MathNode(self.__parse(tokens), self.__parse(tokens), token)
else:
raise syntax_error.SyntaxError('Invalid token ' + token)
def __parse(self, tokens):
"""
The recursive parser that builds the parse tree from one line of
source code.
:param tokens: The tokens from the source line separated by whitespace
in a list of strings.
:exception: raises a syntax_error.SyntaxError with the message
'Incomplete statement' if the statement is incomplete (e.g.
there are no tokens left and this method was called).
:exception: raises a syntax_error.SyntaxError with the message
'Invalid token {token}' if an unrecognized token is
encountered (e.g. not one of the tokens listed above).
:return:
"""
# no token left
if len(tokens) < 1:
# error message: Incomplete statement
self.syntaxError = True
return syntax_error.SyntaxError("Incomplete statement")
elif len(tokens) == 1:
if tokens[0].isdigit():
return literal_node.LiteralNode(int(tokens[0]))
elif tokens[0].isidentifier():
return variable_node.VariableNode(tokens[0], self.symTbl)
else:
# error message: Invalid token
self.syntaxError = True
return syntax_error.SyntaxError("Invalid token %s" % tokens[0])
elif tokens[0] in self.MATH_TOKENS:
# leaf nodes required to construct the left expression parse tree
leavesNeed = 1
for i in range(1, len(tokens)):
if tokens[i].isdigit() or tokens[i].isidentifier():
# a leaf node
leavesNeed -= 1
elif tokens[i] in self.MATH_TOKENS:
# a interior node, need one more leaf node to construct the
# full binary tree
leavesNeed += 1
else:
# error message: Invalid token
self.syntaxError = True
return syntax_error.SyntaxError("Invalid token %s" %
tokens[i])
# has all nodes required to construct the left expression
if leavesNeed == 0:
# construct the left and right expression
left = self.__parse(tokens[1:i + 1])
right = self.__parse(tokens[i + 1:])
# error raised in construction of left expression
if isinstance(left, syntax_error.SyntaxError):
return left
# error raised in construction of right expression
if isinstance(right, syntax_error.SyntaxError):
return right
return math_node.MathNode(left, right, tokens[0])
else:
# error message: Invalid token
self.syntaxError = True
return syntax_error.SyntaxError("Invalid token %s" % tokens[0])