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ex3.py
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##author : Pratik Savla
##contributor: Akshay Tarpara
##Note : This code is direct and indirect left recursion
##Some point to notedown for understanding output
## 'e' means ϵ (epsalion)
## A->[[‘t’,’A'’],[‘b’]] means A -> tA' | b
##This above note for understanding output
gram = {}
def add(str): #to rules together
x = str.split("->")
y = x[1]
x.pop()
z = y.split("|")
x.append(z)
gram[x[0]]=x[1]
def removeDirectLR(gramA, A):
"""gramA is dictonary"""
temp = gramA[A]
tempCr = []
tempInCr = []
for i in temp:
if i[0] == A:
#tempInCr.append(i[1:])
tempInCr.append(i[1:]+[A+"'"])
else:
#tempCr.append(i)
tempCr.append(i+[A+"'"])
tempInCr.append(["e"])
gramA[A] = tempCr
gramA[A+"'"] = tempInCr
return gramA
def checkForIndirect(gramA, a, ai):
if ai not in gramA:
return False
if a == ai:
return True
for i in gramA[ai]:
if i[0] == ai:
return False
if i[0] in gramA:
return checkForIndirect(gramA, a, i[0])
return False
def rep(gramA, A):
temp = gramA[A]
newTemp = []
for i in temp:
if checkForIndirect(gramA, A, i[0]):
t = []
for k in gramA[i[0]]:
t=[]
t+=k
t+=i[1:]
newTemp.append(t)
else:
newTemp.append(i)
gramA[A] = newTemp
return gramA
def rem(gram):
c = 1
conv = {}
gramA = {}
revconv = {}
for j in gram:
conv[j] = "A"+str(c)
gramA["A"+str(c)] = []
c+=1
for i in gram:
for j in gram[i]:
temp = []
for k in j:
if k in conv:
temp.append(conv[k])
else:
temp.append(k)
gramA[conv[i]].append(temp)
#print(gramA)
for i in range(c-1,0,-1):
ai = "A"+str(i)
for j in range(0,i):
aj = gramA[ai][0][0]
if ai!=aj :
if aj in gramA and checkForIndirect(gramA,ai,aj):
gramA = rep(gramA, ai)
for i in range(1,c):
ai = "A"+str(i)
for j in gramA[ai]:
if ai==j[0]:
gramA = removeDirectLR(gramA, ai)
break
op = {}
for i in gramA:
a = str(i)
for j in conv:
a = a.replace(conv[j],j)
revconv[i] = a
for i in gramA:
l = []
for j in gramA[i]:
k = []
for m in j:
if m in revconv:
k.append(m.replace(m,revconv[m]))
else:
k.append(m)
l.append(k)
op[revconv[i]] = l
return op
n = int(input("Enter No of Production: "))
for i in range(n):
txt=input()
add(txt)
result = rem(gram)
for x,y in result.items():
print(f'{x} -> {y}')