I'm having a lot of trouble converting infix notation to postfix.
For instance, I want to convert this
test(a(b+c), d()) - 3
into this
b c + a , d test 3 -
I tried this solution,
def composition(s):
i = 0
rpnstack = []
stack = []
ret = []
count = 0
while i < len(s) :
if i + 1 < len(s) and s[i + 1] == "(":
stack.append([count, rpnstack, s[i]])
i += 2
count = 1
rpnstack = []
elif s[i] == "(":
count += 1
rpnstack.append(s[i])
i += 1
elif s[i] == ")":
count -= 1
if count == 0:
for a in rpn(rpnstack):
ret.append(a)
a = stack.pop()
count = a[0]
rpnstack = a[1]
ret.append(a[2])
else:
rpnstack.append(s[i])
i += 1
else:
rpnstack.append(s[i])
i += 1
for a in rpn(rpnstack):
ret.append(a)
return ret
where RPN is the standard algorithm for the reverse polish notation and is is the infix string splitted with this regex
(\+|\-|\*|\/|\>|\<|\(|\)|\,)
But it only works sometimes.
This is the full implementation of the rpn function
operator = -10
operand = -20
leftparentheses = -30
rightparentheses = -40
empty = -50
operands = ["+", "-", "*", "/", ">", "<", "=", ","]
def precedence(s):
if s is '(':
return 0
elif s is '+' or '-':
return 1
elif s is '*' or '/' or '%':
return 2
else:
return 99
def typeof(s):
if s is '(':
return leftparentheses
elif s is ')':
return rightparentheses
elif s in operands:
return operator
elif s is ' ':
return empty
else :
return operand
def rpn(infix):
postfix = []
temp = []
for i in infix :
type = typeof(i)
if type is leftparentheses :
temp.append(i)
elif type is rightparentheses :
next = temp.pop()
while next is not '(' or skip > 0:
postfix.append(next)
next = temp.pop()
elif type is operand:
postfix.append(i)
elif type is operator:
p = precedence(i)
while len(temp) is not 0 and p <= precedence(temp[-1]) :
postfix.append(temp.pop())
temp.append(i)
elif type is empty:
continue
while len(temp) > 0 :
postfix.append(temp.pop())
return postfix
if i try to use the code against this infix expression:
i < test.func()
i get:
[' test.func', 'i ', '<']
and against this
i < 10
i get:
['i ', ' 10', '<']
How can I fix this?