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solver.py
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#!/usr/bin/env python3
import itertools
from collections import namedtuple
from ops import Substring, SelectK, SplitSubstr, Split, SplitSplitSubstr, Case
SubstringSln = namedtuple('SubstringSln', 'start length c')
SelectKSln = namedtuple('SelectKSln', 'k')
SubstrSln = namedtuple('SubstrSln', 'k start length c')
SplitSln = namedtuple('SplitSln', 'sep')
SplitSelectKSln = namedtuple('SplitSelectKSln', 'sep k')
ConstantXYSln = namedtuple('ConstantXYSln', 'v')
ConstantSln = namedtuple('ConstantSln', 'k v')
SS = namedtuple('SplitSubstrSolution', 'k sep m start length')
def SolveSubstring(x, y, offset = 0, end = None):
# substr(x, start, length, c) = y => x = Ay'B and len(A) = start and ((len(B) > 0 and length != -1) or (len(B) == 0 and length == -1)
# where case_change(y') = y
pc = []
tocheck = [(x, Case.UNCHANGED)]
if y.islower():
tocheck = [(x.lower(), Case.LOWER)]
if y.isupper():
tocheck = [(x.upper(), Case.UPPER)]
for xx, c in tocheck:
p = xx.find(y)
while p != -1:
pc.append((p, c))
p = xx.find(y, p + 1)
send = end if end is not None else len(x)
for p, c in pc:
if p + len(y) == send:
yield SubstringSln(start = p - offset, length = -1, c = c)
yield SubstringSln(start = p - offset, length = len(y), c = c)
def test_SolveSubstring():
tt = [('caterpillar', 'CAT', 1),
('dachshund', 'hund', 2),
('pergola', 'c', 0),]
for x, y, slns in tt:
count = 0
for s in SolveSubstring(x, y):
print(s)
yy = Substring(x, s.start, s.length, s.c).execute()
assert yy == y, f"{yy} != {y}"
count += 1
assert count == slns
def SolveSelectK(xarr, y):
# selectk(arr, k) = y => arr[k] = y
for k, x in enumerate(xarr):
if x == y:
yield SelectKSln(k = k)
def test_SelectK():
tt = [(['caterpillar', 'cat'], 'cat', 1),
(['dachshund', 'hund'], 'hund', 1),
(['pergola', 'water'], 'melon', 0)]
for xarr, y, slns in tt:
count = 0
for s in SolveSelectK(xarr, y):
yy = SelectK(xarr, s.k).execute()
assert yy == y, f"{yy} != {y}"
count += 1
assert count == slns
def SolveSplit(x, yarr):
# split(x, sep) = yarr => sep = x[len(yarr[0])] if len(yarr[0]) != x
if len(yarr[0]) != len(x):
sep = x[len(yarr[0])]
if x.find(sep) == len(yarr[0]):
yield SplitSln(sep = sep)
def test_SolveSplit():
tt = [('cater@pillar', ['cater', 'pillar'], 1)]
for x, y, slns in tt:
count = 0
for s in SolveSplit(x, y):
yy = Split(x, s.sep).execute()
assert yy == y, f"{yy} != {y}"
count += 1
assert count == slns
def SolveSplitSelectK(x, y):
# SelectK(Split(x, sep), k) = y =>
# if k == 0: x = y sep B
# if k == 1: x = A sep y
if len(x) <= len(y):
return
if x.startswith(y):
for s in SolveSplit(x, [y, x[len(y)+2:]]):
yield SplitSelectKSln(sep = s.sep, k = 0)
if x.endswith(y):
for s in SolveSplit(x, [x[:-(len(y)+1)], y]):
yield SplitSelectKSln(sep = s.sep, k = 1)
def test_SolveSplitSelectK():
tt = [('cater@pillar', 'pillar', 1),
('cater@pillar', 'cater', 1),
('cater@pillar', 'x', 0),
]
for x, y, slns in tt:
count = 0
for s in SolveSplitSelectK(x, y):
yy = SelectK(Split(x, s.sep).execute(), s.k).execute()
assert yy == y, f"{yy} != {y}"
count += 1
assert count == slns
def SolveConstantXY(x, y):
# Constant(x) = y => x == y
if x == y:
yield ConstantXYSln(v = x)
def SolveConstant(inp, out, cols):
# TODO:
for kndx in cols:
yield ConstantSln(k = kndx, v = out)
def SolveSubstr(inp, out, cols, offset = 0, end = None):
k = list([kk for kk in cols if out.lower() in inp[kk].lower()])
kinps = [inp[kk] for kk in k]
sols = []
for X, kndx in zip(kinps, k):
for sol in SolveSubstring(X, out, offset, end):
sols.append(SubstrSln(k = kndx, start = sol.start, length = sol.length, c = sol.c))
return sols
def test_SolveSubstr():
inp = ['cat', 'caterpillar', 'strcat', 'help']
out = 'cat'
for x in SolveSubstr(inp, out, list(range(len(inp)))):
print(x)
SplitSubstrXYSln = namedtuple('SplitSubstrXYSln', 'sep m start length c')
def get_supstrings(x, y):
#TODO: add separators, maybe reorder affixes to maximize length?
#TODO: handle case better
ypos = x.lower().find(y.lower())
ylen = len(y)
while ypos != -1:
yorig = x[ypos:ypos+ylen]
prefix = list([x[ypos-i:ypos] for i in range(0, ypos+1)])
suffix = list([x[ypos+len(y):j] for j in range(ypos+len(y), len(x)+1)])
#print(prefix, suffix, ypos)
for a, b in itertools.product(prefix, suffix):
yield a + yorig + b
ypos = x.lower().find(y.lower(), ypos + 1)
def SolveSplitSubstrXY(x, y):
# SplitSubstrXY(x, sep, m, start, length, c) =
# Substring(SelectK(Split(x, sep), m), start, length, c)
# alpha = SelectK(Split(x, sep), m)
# beta = Substring(alpha, start, length, c)
# y = beta
#
# alpha = A y B
# x = alpha sep D and or x = D sep alpha
for alpha in get_supstrings(x, y):
#print(alpha)
for s1 in SolveSubstring(alpha, y):
for s2 in SolveSplitSelectK(x, alpha):
yield SplitSubstrXYSln(sep = s2.sep, m = s2.k, start = s1.start,
length = s1.length,
c = s1.c)
def test_SolveSplitSubstrXY():
tt = [('Proper Case', 'case'),]
for x, y in tt:
count = 0
for s in SolveSplitSubstrXY(x, y):
print(s)
yy = SplitSubstr([x], 0, s.sep, s.m, s.start, s.length, s.c).execute()
assert yy == y, f"{yy} != {y}"
count += 1
print(count, "Solutions")
SplitSplitSubstrXYSln = namedtuple('SplitSplitSubstrXYSln', 'sep1 k2 sep2 m start length c')
def SolveSplitSplitSubstrXY(x, y):
# SplitSplitSubstrXY(x, sep1, k2, sep2, m, start, length, c) =
# Substring(SelectK(Split(SelectK(Split(x, sep1), k1), sep2), m), start, length, c)
# alpha = SelectK(Split(x, sep1), k1)
# beta = SelectK(Split(alpha, sep2), m)
# gamma = Substring(beta, start, length, c)
# y = gamma
#
# gamma = A beta B
# x = alpha sep1 REST or REST sep1 alpha
# alpha = beta sep2 REST1 or REST1 sep2 beta
# [0, (0-n)] [(0-n), n]
for alphastart, alphaend in itertools.chain(itertools.product([0], range(1, len(x))),
itertools.product(range(0,len(x)), [len(x)])):
alpha = x[alphastart:alphaend]
for s3 in SolveSplitSelectK(x, alpha):
for beta in get_supstrings(x, y):
for s2 in SolveSplitSelectK(alpha, beta):
for s1 in SolveSubstring(beta, y):
yield SplitSplitSubstrXYSln(sep1 = s3.sep, k2 = s3.k,
sep2 = s2.sep, m = s2.k,
start = s1.start, length = s1.length,
c = s1.c)
def test_SolveSplitSplitSubstrXY():
tt = [('Obama, Barack(1961-)', 'Obama')]
for x, y in tt:
count = 0
for s in SolveSplitSplitSubstrXY(x, y):
print(s)
yy = SplitSplitSubstr([x], 0, s.sep1, s.k2, s.sep2, s.m, s.start, s.length, s.c).execute()
assert yy == y, f"{yy} != {y}"
count += 1
print(count, "Solutions")
SplitSubstrSln = namedtuple('SplitSubstrSln', 'k sep m start length c')
def SolveSplitSubstr(inp, out, cols):
k = list([kk for kk in cols if out.lower() in inp[kk].lower()])
kinps = [inp[kk] for kk in k]
for X, kndx in zip(kinps, k):
for s in SolveSplitSubstrXY(X, out):
yield SplitSubstrSln(k = kndx, sep = s.sep, m = s.m, start = s.start,
length = s.length, c = s.c)
SplitSplitSubstrSln = namedtuple('SplitSplitSubstrSln', 'k1 sep1 k2 sep2 m start length c')
def SolveSplitSplitSubstr(inp, out, cols):
k = list([kk for kk in cols if out.lower() in inp[kk].lower()])
kinps = [inp[kk] for kk in k]
for X, kndx in zip(kinps, k):
for s in SolveSplitSplitSubstrXY(X, out):
yield SplitSplitSubstrSln(k1 = kndx, sep1 = s.sep1, k2 = s.k2,
sep2 = s.sep2, m = s.m,
start = s.start, length = s.length, c = s.c)
# def SolveSplitSubstr2(inp, out, cols):
# k = list([kk for kk in cols if out in inp[kk]])
# kinps = [inp[kk] for kk in k]
# sols = []
# for X, kndx in zip(kinps, k):
# p = X.find(out)
# if p != -1:
# possible_seps = dict()
# for pos, c in enumerate(X):
# if c not in possible_seps:
# possible_seps[c] = pos
# if p > 0:
# sep_before = max([ps for ps in possible_seps.items() if ps[1] < p], key=lambda ps: ps[1])
# else:
# sep_before = None
# if p + len(out) + 1 < len(X):
# sep_after = min([ps for ps in possible_seps.items() if ps[1] >= p + len(out)], key=lambda ps: ps[1])
# else:
# sep_after = None
# if sep_after:
# sep, sep_pos = sep_after
# if p + len(out) == sep_pos:
# sols.append(SS(k = kndx, sep = sep, m = 0, start = p, length = -1))
# sols.append(SS(k = kndx, sep = sep, m = 0, start = p, length = len(out)))
# if sep_before:
# sep, sep_pos = sep_before
# if p + len(out) == len(X):
# sols.append(SS(k = kndx, sep = sep, m = 1, start = p - sep_pos, length = -1))
# sols.append(SS(k = kndx, sep = sep, m = 1, start = p - sep_pos, length = len(out)))
# return sols
# def SolveX(Inp, Out, cols):
# out = Out[0]
# prefixes = [out[:i] for i in reversed(range(1, len(out)+1))]
# suffixes = [out[-i:] for i in reversed(range(len(out)+1))]
# for p, s in zip(prefixes, suffixes):
# for sol in itertools.chain(SolveSplitSubstr(Inp[0], p, cols),
# SolveSplitSubstr(Inp[0], s, cols)):
# yy = SplitSubstr(Inp[0], sol.k, sol.sep, sol.m, sol.start, sol.length, sol.c).execute()
# print(sol, '[' + yy + ']')
if __name__ == "__main__":
cols = [0]
Inp = [['Obama, Barack(1961-)', ' 47.0'],
['Bush, George W.(1946-)', ' 49'],
['Clinton, Bill(1946-)', ' 55'],
['Bush, George H. W.(1924-)', ' 60'],
['Reagan, Ronald(1911-2004)', ' 52']]
Out = [' Obama', ' Bush', ' Clinton', ' Bush', ' Reagan']
#SolveX(Inp, Out, cols)
#test_SolveSubstring()
#test_SelectK()
#test_SolveSplit()
#test_SolveSplitSelectK()
#test_SolveSplitSubstrXY()
#test_SolveSubstr()
test_SolveSplitSplitSubstrXY()