假设我有大量的数据,其中的示例是:
x= [ 511.31, 512.24, 571.77, 588.35, 657.08, 665.49, -1043.45, -1036.56,-969.39, -955.33]
我使用以下代码生成所有可能的对
Pairs=[(x[i],x[j]) for i in range(len(x)) for j in range(i+1, len(x))]
哪个给了我所有可能的对。现在,如果它们在阈值-25或+25范围内,我想将它们pairs
分组,并相应地标记它们。
有关如何执行此操作的任何想法或建议?预先感谢
答案 0 :(得分:1)
如果我正确理解了您的问题,则下面的代码应该可以解决问题。想法是生成一个字典,其键为平均值,并继续向其附加数据:
import numpy as np #I use numpy for the mean.
#Your threshold
threshold = 25
#A dictionary will hold the relevant pairs
mylist = {}
for i in Pairs:
#Check for the threshold and discard otherwise
diff = abs(i[1]-i[0])
if(diff < threshold):
#Name of the entry in the dictionary
entry = str('%d'%int(np.mean(i)))
#If the entry already exists, append. Otherwise, create a container list
if(entry in mylist):
mylist[entry].append(i)
else:
mylist[entry] = [i]
这将导致以下输出:
{'-1040': [(-1043.45, -1036.56)],
'-962': [(-969.39, -955.33)],
'511': [(511.1, 511.31),
(511.1, 512.24),
(511.1, 512.35),
(511.31, 512.24),
(511.31, 512.35)],
'512': [(511.1, 513.35),
(511.31, 513.35),
(512.24, 512.35),
(512.24, 513.35),
(512.35, 513.35)],
'580': [(571.77, 588.35)],
'661': [(657.08, 665.49)]}
答案 1 :(得分:0)
这应该是一种快速的方法:
import numpy as np
from scipy.spatial.distance import pdist
# Input data
x = np.array([511.31, 512.24, 571.77, 588.35, 657.08,
665.49, -1043.45, -1036.56,-969.39, -955.33])
thres = 25.0
# Compute pairwise distances
# default distance metric is'euclidean' which
# would be equivalent but more expensive to compute
d = pdist(x[:, np.newaxis], 'cityblock')
# Find distances within threshold
d_idx = np.where(d <= thres)[0]
# Convert "condensed" distance indices to pair of indices
r = np.arange(len(x))
c = np.zeros_like(r, dtype=np.int32)
np.cumsum(r[:0:-1], out=c[1:])
i = np.searchsorted(c[1:], d_idx, side='right')
j = d_idx - c[i] + r[i] + 1
# Get pairs of values
v_i = x[i]
v_j = x[j]
# Find means
m = np.round((v_i + v_j) / 2).astype(np.int32)
# Print result
for idx in range(len(m)):
print(f'{m[idx]}: ({v_i[idx]}, {v_j[idx]})')
输出
512: (511.31, 512.24)
580: (571.77, 588.35)
661: (657.08, 665.49)
-1040: (-1043.45, -1036.56)
-962: (-969.39, -955.33)