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How to use fact_set method in Slash

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Euler_1_10.py

Source:Euler_1_10.py

1# EULER PROBLEMS 1- 102######################### EULER - 13# a = int(input())4# ans = []5# i = 16# while i < a:7#     if i % 3 ==0 or i % 5 == 0:8#         ans.append(i)9#         i += 110#     else:11#         pass12#         i += 113# print(sum(ans))14######################### EULER - 215# def fibo_sumeven():16#     a = 117#     b = 218#     terms = [a, b]19#     i = 020#     addy = 021#     check = True22#     while check:23#         addy = terms[i] + terms[i + 1]24#         if addy < 4000000:25#             terms.append(addy)26#             i += 127#             check = True28#         elif addy >= 4000000:29#             check = False30#     alpha = []31#     for i in terms:32#         if i % 2 ==0:33#             alpha.append(i)34#         else:35#             pass36#     return sum(alpha)37# x = fibo_sumeven()38# print(x)39######################### EULER - 340# def prime_test(a):  #a > 141#     if a != 2 and a % 2 == 0:42#         return "not prime"43#     elif a == 2 or a % 2 != 0:44#         i = 245#         count = 046#         if a == i:47#             return "prime"48#         elif a != i:49#             while i < a:50#                 if a % i != 0:51#                     count += 152#                     i += 153#                 elif a % i == 0:54#                     count = 055#                     break56#             if count == 0:57#                 return "not prime"58#             elif count > 0:59#                 return "prime"60            61# d = int(input("Number: "))62# divisor = 263# dividend = d64# while dividend >= divisor:65#     check = prime_test(divisor)66#     if check == 'prime' and dividend % divisor == 0:67#         condi = True68#         while condi:69#             div = dividend // divisor70#             dividend = div71#             if dividend % divisor == 0:72#                 continue73#             elif dividend % divisor != 0 and dividend != 1:74#                 divisor += 175#                 condi = False76#             elif dividend == 1:77#                 condi = False78#     elif check == 'prime' and dividend % divisor != 0:79#         divisor += 180#     elif check == 'not prime':81#         divisor += 182# print(f"Greatest Prime Divisor: {divisor}")83######################### EULER - 484# def str_rev(a):85#     check = []86#     for i in range(0, len(a)):87#         alpha = a[-1* (i + 1)]88#         check.append(alpha)89#     return ''.join(check)90        91# combi = []92# for i in range(100, 1000):93#     for j in range(100, 1000):94#         combi.append(i * j)95# palins = []96# for alpha in combi:97#     if str(alpha) == str_rev(str(alpha)):98#         palins.append(alpha)99#     else:100#         pass101# print(max(palins))102    103######################### EULER - 5104# def prime_test(a):  #a > 1105#     if a != 2 and a % 2 == 0:106#         return "not prime"107#     elif a == 2 or a % 2 != 0:108#         i = 2109#         count = 0110#         if a == i:111#             return "prime"112#         elif a != i:113#             while i < a:114#                 if a % i != 0:115#                     count += 1116#                     i += 1117#                 elif a % i == 0:118#                     count = 0119#                     break120#             if count == 0:121#                 return "not prime"122#             elif count > 0:123#                 return "prime"124            125# def prime_fact(d):126#     divisor = 2127#     dividend = d128#     divs_req = []129#     while dividend >= divisor:130#         check = prime_test(divisor)131#         if check == 'prime' and dividend % divisor == 0:132#             condi = True133#             while condi:134#                 div = dividend // divisor135#                 dividend = div136#                 divs_req.append(divisor)137#                 if dividend % divisor == 0:138#                     continue139#                 elif dividend % divisor != 0 and dividend != 1:140#                     divisor += 1141#                     condi = False142#                 elif dividend == 1:143#                     condi = False144#         elif check == 'prime' and dividend % divisor != 0:145#             divisor += 1146#         elif check == 'not prime':147#             divisor += 1148#     return divs_req149#     print(f"Greatest Prime Divisor: {divisor}")150#     print(f"Prime Factorization: {divs_req}")151# LCM152# def lcm_nos(a):  #a is a list of the numbers153#     fact = []154#     fact_set = []155#     common_count = {}156#     common_min = {}157#     final = 1158#     for i in range(0, len(a)):        159#         fact.append(prime_fact(a[i]))160#         fact_set.append(set(prime_fact(a[i])))161#     for j in range(1, len(fact_set)):162#         fact_set[0] = fact_set[0].union(fact_set[j])163#     for alpha in fact_set[0]:164#         common_count[str(alpha)+"s"] = []165#         for beta in fact:166#             common_count[str(alpha)+"s"].append(beta.count(alpha))167#     for k in fact_set[0]:168#         common_min["min_"+str(k)+"s"] = max(common_count[str(k)+"s"])169#         if common_min["min_"+str(k)+"s"] != 0:170#             final *= k ** common_min["min_"+str(k)+"s"]171#         else:172#             pass 173#     return final174# x= lcm_nos(list(range(1,20)))175# print(x)176# HCF not asked in Euler 5 but noted here for completeness of HCF & LCM stuff177#Extra178# def hcf_nos(a):  #a is a list of the numbers179#     fact = []180#     fact_set = []181#     common_count = {}182#     common_min = {}183#     final = 1184#     for i in range(0, len(a)):        185#         fact.append(prime_fact(a[i]))186#         fact_set.append(set(prime_fact(a[i])))187#     for j in range(1, len(fact_set)):188#         fact_set[0] = fact_set[0].union(fact_set[j])189#     for alpha in fact_set[0]:190#         common_count[str(alpha)+"s"] = []191#         # common_min["min_"+str(alpha)+"s"] = []192#         for beta in fact:193#             common_count[str(alpha)+"s"].append(beta.count(alpha))194#             # common_min["min_"+str(alpha)+"s"].append(min(common_count[str(alpha)+"s"]))195#     for k in fact_set[0]:196#         common_min["min_"+str(k)+"s"] = min(common_count[str(k)+"s"])197#         if common_min["min_"+str(k)+"s"] != 0:198#             final *= k ** common_min["min_"+str(k)+"s"]199#         else:200#             pass201#     return final202# x= hcf_nos([8, 12, 20])203# print(x)204######################### EULER - 6205# def ans(n):206#     a = []207#     b = []208#     for i in range(1, n+1):209#         a.append(i**2)210#         b.append(i)211#     alpha = sum(a)212#     beta = (sum(b)) ** 2213#     req = alpha - beta214#     return abs(req)215# x = ans(100)216# print(x)217######################### EULER - 7218# n = int(input("Number: "))219# count_prime = 0220# that_prime = 0221# i = 2222# while count_prime != n:223#     if prime_test(i) == 'prime':224#         that_prime = i225#         count_prime += 1226#         i += 1227#     else:228#         i += 1229# print(that_prime)230######################### EULER - 8231# number = """232# 73167176531330624919225119674426574742355349194934233# 96983520312774506326239578318016984801869478851843234# 85861560789112949495459501737958331952853208805511235# 12540698747158523863050715693290963295227443043557236# 66896648950445244523161731856403098711121722383113237# 62229893423380308135336276614282806444486645238749238# 30358907296290491560440772390713810515859307960866239# 70172427121883998797908792274921901699720888093776240# 65727333001053367881220235421809751254540594752243241# 52584907711670556013604839586446706324415722155397242# 53697817977846174064955149290862569321978468622482243# 83972241375657056057490261407972968652414535100474244# 82166370484403199890008895243450658541227588666881245# 16427171479924442928230863465674813919123162824586246# 17866458359124566529476545682848912883142607690042247# 24219022671055626321111109370544217506941658960408248# 07198403850962455444362981230987879927244284909188249# 84580156166097919133875499200524063689912560717606250# 05886116467109405077541002256983155200055935729725251# 71636269561882670428252483600823257530420752963450"""252# numby = list(number)253# for i in numby:254#     if i == '\n':255#         numby.remove(i)256#     else:257#         pass258# alpha = ''.join(numby)259# start = 0260# end = 13261# greatest = 1262# prod = 1263# those_digs = 0264# while end != 1000:265#     quad = alpha[start:end]266#     for digit in quad:267#         prod *= int(digit)268#     if prod > greatest:269#         greatest = prod270#         those_digs = quad271#     else:272#         pass273#     prod = 1274#     start += 1275#     end += 1276# print(f"Greatest Product: {greatest}")277# print(f"Corresponding {end - start} digits: {those_digs}")278######################### EULER - 9279# import math as m280# def pyth_trip():281#     a = []282#     b = []283#     c = []284#     triplets = []285#     prod = 1286    287#     for alpha in range(1, 1001):288#         a.append(alpha**2)289#         b.append(alpha**2)290#         c.append(alpha**2)291#     for i in a:292#         for j in b:293#             if j > i:294#                 for k in c:295#                     if k > j:296#                         if (i + j == k) and (int(m.sqrt(i)) + int(m.sqrt(j)) + int(m.sqrt(k)) == 1000):297#                             triplets.append([int(m.sqrt(i)), int(m.sqrt(j)), int(m.sqrt(k))])298#                         else:299#                             pass300#                     else:301#                         pass302#             else:303#                 pass304                305#     for z in triplets:306#         for y in z:307#             prod *= y308        309#     print(f"Product of Pytho_Triplet: {prod}")310#     print(f"Pytho_Triplet: {triplets}")311    312# pyth_trip()313                    314######################### EULER - 10315# def prime_test(a):  #a > 1316#     if a != 2 and a % 2 == 0:317#         return "not prime"318#     elif a == 2 or a % 2 != 0:319#         i = 2320#         count = 0321#         if a == i:322#             return "prime"323#         elif a != i:324#             while i < a:325#                 if a % i != 0:326#                     count += 1327#                     i += 1328#                 elif a % i == 0:329#                     count = 0330#                     break331#             if count == 0:332#                 return "not prime"333#             elif count > 0:334#                 return "prime"335# def no_primes(b):   # b > 0336#     primes= []337#     if b == 1:338#         return primes339#     elif b == 2:340#         primes.append(b)341#         return primes342#     elif b > 2:343#         primes.append(2)344#         j = 3345#         while j <= b:346#             alpha = prime_test(j)347#             if alpha == 'prime':348#                 primes.append(j)349#                 j += 1350#             elif alpha == 'not prime':351#                 j += 1       352#     return primes353# main1 = [i for i in range(1, 2000000, 2) if (i % 10 != 5 or i == 5)]354# listy = no_primes(20000) #with 20000 time=54 sec, with 40000, time=1.44 min355# for k in listy:356#     main1 = [i for i in main1 if (i % k != 0 or i == k)]357# main1.remove(1)358# main1.insert(0,2)359# # print(main1[0:30])360# print(len(main1))...

factory.py

Source:factory.py

1import random2from tile import *3# number of tiles per factory4F_SIZE = 45def make_bag():6    ls = [t0] * 20 + [t1] * 20 + [t2] * 20 + [t3] * 20 + [t4] * 207    random.shuffle(ls)8    return ls9def necessary_factories(players):10    return 2 * (players - 2) + 511def split_by(ls, n):12    if len(ls) == 0:13        return []14    elif len(ls) < n:15        return [ls]16    else:17        rec = split_by(ls[n:], n)18        rec.insert(0, ls[:n])19        return rec20class FactorySet(object):21    def __init__(self, middle, factories):22        self.middle    = middle23        self.factories = factories24    25def restock(bag, n):26    bag_cp = [b for b in bag]27    random.shuffle(bag_cp)28    shuffled_bag = bag_cp29    tiles        = shuffled_bag[:F_SIZE * n]30    new_bag      = shuffled_bag[F_SIZE * n - 1:]31    factories    = split_by(tiles, F_SIZE)32    return new_bag, FactorySet([one_tile], factories)33def partition_by(pred, ls):34    ans = []35    other = []36    for t in ls:37        if pred(t):38            list.append(ans, t)39        else:40            list.append(other, t)41    return ans, other42def partition_factory(tile, f):43    return partition_by(lambda x: x == tile or x == one_tile, f)44def pull_from_factory(i, tile, fact_set):45    if i < 0:46        same, diff = partition_factory(tile, fact_set.middle)47        return same, FactorySet(diff, fact_set.factories) 48    else:49        desired_factory = fact_set.factories[i]50        same, diff = partition_factory(tile, desired_factory)51        return same, FactorySet(diff + fact_set.middle, 52                                [[] if j == i else fact_set.factories[j] 53                                 for j in range(len(fact_set.factories))])54################################55# Printing Utilities           #56################################57def fact_to_los(f, i):58    label = "f-" + str(i) + (" " * F_SIZE)59    tiles = ""60    for t in f:61        tiles = tiles + tile_to_str(t)62    return ["|" + label, "|  " + (" " * (F_SIZE - len(f))) + tiles + " "]63def mid_to_los(m):64    label = "middle" + (" " * max(0, len(m) - 4))65    tiles = ""66    for t in m:67        tiles = tiles + tile_to_str(t)...

ssgp_eval.py

Source:ssgp_eval.py

1from typing import List, FrozenSet, Tuple2import argparse3from tqdm import tqdm4from .ie_eval import factseq2set5from nltk.stem import WordNetLemmatizer6lemmatizer = WordNetLemmatizer()7def preprocess_ssgp(fact_set: FrozenSet[Tuple[str, str, str]]) -> FrozenSet[Tuple[str, str, str]]:8    kept_facts = []9    for fact in fact_set:10        if not (fact[0].endswith("'") or fact[2].endswith("'")):11            kept_facts.append(fact)12    return frozenset(kept_facts)13def lemmatize_relations(fact_set: FrozenSet[Tuple[str, str, str]])\14        -> FrozenSet[Tuple[str, str, str]]:15    new_facts = []16    for fact in fact_set:17        new_facts.append(18            (fact[0], lemmatizer.lemmatize(fact[1], pos='v'), fact[2])19        )20    return frozenset(new_facts)21def read_graph_list(filename: str, ssgp: bool = False,22                    ref: bool = False) -> List[FrozenSet[Tuple[str, str, str]]]:23    res = []24    with open(filename) as f:25        for line in tqdm(f):26            fact_set = factseq2set(line.strip().split())27            if ssgp:28                fact_set = preprocess_ssgp(fact_set)29            if ref:30                fact_set = lemmatize_relations(fact_set)31            res.append(fact_set)32    return res33def main(args: argparse.Namespace):34    hypo = read_graph_list(args.hypo, ssgp=True)35    ref = read_graph_list(args.ref, ref=True)36    correct_retrieved = 037    retrieved = 038    correct = 039    for h, r in tqdm(zip(hypo, ref)):40        correct_retrieved += len(h & r)41        retrieved += len(h)42        correct += len(r)43    precision = float(correct_retrieved) / float(retrieved)44    recall = float(correct_retrieved) / float(correct)45    f1_score = 2. * ((precision * recall) / (precision + recall + 1e-13))46    print('P {:.1f}'.format(precision*100))47    print('R {:.1f}'.format(recall*100))48    print('F1 {:.1f}'.format(f1_score*100))49if __name__ == '__main__':50    p = argparse.ArgumentParser()51    p.add_argument('hypo')52    p.add_argument('ref')53    args = p.parse_args()...

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