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SequenceFunctions.py
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71 lines (66 loc) · 2.5 KB
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import time, random, math
from Graph import *
from MathFunctions import *
import csv
def sumSquare1toN(a, b):
legalPaths = {}
for N in range(a, b):
b = time.time()
g = Graph(sumSquareList(1, N))
legalPaths[N] = {}
for i in range(1, N + 1):
legalPaths[N][i] = []
for j in range(i, N + 1):
paths = g.find_all_paths(i, j)
for item in paths:
if len(item) == N:
legalPaths[N][i].append(item)
e = time.time()
print(N, e - b)
writeList = []
for key0 in legalPaths:
for key1 in legalPaths[key0]:
for item in legalPaths[key0][key1]:
# writeList.append(["N:", len(item), "\t (", item[0], ", ", item[-1], ") \t", item])
writeList.append([len(item), item[0], item[-1], item])
# print(len(item), "\t", item[0], "\t", item[-1], "\t", item)
with open("SquareSumOutput.csv", "w", newline="") as f:
writer = csv.writer(f)
writer.writerows(writeList)
def LegalSeqSumDiff(a, b):
legalPaths = {}
for N in range(a, b):
bTime = time.time()
g = Graph(SquareSumDiffList(1, N))
legalPaths[N] = {}
for i in range(1, N + 1):
legalPaths[N][i] = []
for j in range(i, N + 1):
paths = g.find_all_paths(i, j)
for item in paths:
if len(item) == N:
legalPaths[N][i].append(item)
eTime = time.time()
print(N, eTime - bTime)
for key0 in legalPaths:
for key1 in legalPaths[key0]:
for item in legalPaths[key0][key1]:
# writeList.append(["N:", len(item), "\t (", item[0], ", ", item[-1], ") \t", item])
# writeList.append([len(item), item[0], item[-1], item])
print(len(item), "\t", item[0], "\t", item[-1], "\t", item)
def sumSquareMtoN(a, b, k):
legalPaths = []
for M in range(0, k):
for N in range(a+M, b+M):
bTime = time.time()
g = Graph(sumSquareList(a+M, N))
for i in range(a+M, N + 1):
for j in range(i, N + 1):
paths = g.find_all_paths(i, j)
for item in paths:
if len(item) == N:
legalPaths.append(item)
eTime = time.time()
print(a+M, N, eTime - bTime)
for item in legalPaths:
print(min(item), max(item), item)