import numpy as np
def find_nearest(array, value):
    array = np.array(array)
    z=np.abs(array-value)
    y= np.where(z == z.min())
    m=np.array(y)
    x=m[0,0]
    y=m[1,0]
    near_value=array[x,y]

    return near_value

array =np.array([[60,200,30],[3,30,50],[20,1,-50],[20,-500,11]])
print(array)
value = 0
print(find_nearest(array, value))

import numpy as np
def find_nearest(array, value):
    array = np.asarray(array)
    idx = (np.abs(array - value)).argmin()
    return array[idx]

使用示例:

array = np.random.random(10)
print(array)
# [ 0.21069679  0.61290182  0.63425412  0.84635244  0.91599191  0.00213826
#   0.17104965  0.56874386  0.57319379  0.28719469]

print(find_nearest(array, value=0.5))
# 0.568743859261

稍微修改一下，上面的答案适用于任意维度的数组(1d, 2d, 3d，…):

def find_nearest(a, a0):
    "Element in nd array `a` closest to the scalar value `a0`"
    idx = np.abs(a - a0).argmin()
    return a.flat[idx]

或者，写成一行:

a.flat[np.abs(a - a0).argmin()]

下面是一个处理非标量“values”数组的版本:

import numpy as np

def find_nearest(array, values):
    indices = np.abs(np.subtract.outer(array, values)).argmin(0)
    return array[indices]

如果输入是标量，则返回数字类型(例如int, float)的版本:

def find_nearest(array, values):
    values = np.atleast_1d(values)
    indices = np.abs(np.subtract.outer(array, values)).argmin(0)
    out = array[indices]
    return out if len(out) > 1 else out[0]

下面是一个使用2D数组的版本，如果用户拥有scipy的cdist函数，则使用它，如果用户没有，则使用更简单的距离计算。

默认情况下，输出是最接近输入值的索引，但您可以使用output关键字将其更改为'index'， 'value'或'both'之一，其中'value'输出数组[index]， 'both'输出索引，数组[index]。

对于非常大的数组，您可能需要使用kind='euclidean'，因为默认的scipy cdist函数可能会耗尽内存。

这可能不是绝对最快的解决方案，但已经很接近了。

def find_nearest_2d(array, value, kind='cdist', output='index'):
    # 'array' must be a 2D array
    # 'value' must be a 1D array with 2 elements
    # 'kind' defines what method to use to calculate the distances. Can choose one
    #    of 'cdist' (default) or 'euclidean'. Choose 'euclidean' for very large
    #    arrays. Otherwise, cdist is much faster.
    # 'output' defines what the output should be. Can be 'index' (default) to return
    #    the index of the array that is closest to the value, 'value' to return the
    #    value that is closest, or 'both' to return index,value
    import numpy as np
    if kind == 'cdist':
        try: from scipy.spatial.distance import cdist
        except ImportError:
            print("Warning (find_nearest_2d): Could not import cdist. Reverting to simpler distance calculation")
            kind = 'euclidean'
    index = np.where(array == value)[0] # Make sure the value isn't in the array
    if index.size == 0:
        if kind == 'cdist': index = np.argmin(cdist([value],array)[0])
        elif kind == 'euclidean': index = np.argmin(np.sum((np.array(array)-np.array(value))**2.,axis=1))
        else: raise ValueError("Keyword 'kind' must be one of 'cdist' or 'euclidean'")
    if output == 'index': return index
    elif output == 'value': return array[index]
    elif output == 'both': return index,array[index]
    else: raise ValueError("Keyword 'output' must be one of 'index', 'value', or 'both'")

答案总结:如果有一个排序的数组，那么平分代码(如下所示)执行最快。大型数组快100-1000倍，小型数组快2-100倍。它也不需要numpy。 如果你有一个未排序的数组，那么如果数组很大，应该首先考虑使用O(n logn)排序，然后平分，如果数组很小，那么方法2似乎是最快的。

First you should clarify what you mean by nearest value. Often one wants the interval in an abscissa, e.g. array=[0,0.7,2.1], value=1.95, answer would be idx=1. This is the case that I suspect you need (otherwise the following can be modified very easily with a followup conditional statement once you find the interval). I will note that the optimal way to perform this is with bisection (which I will provide first - note it does not require numpy at all and is faster than using numpy functions because they perform redundant operations). Then I will provide a timing comparison against the others presented here by other users.

二等分的一半:

def bisection(array,value):
    '''Given an ``array`` , and given a ``value`` , returns an index j such that ``value`` is between array[j]
    and array[j+1]. ``array`` must be monotonic increasing. j=-1 or j=len(array) is returned
    to indicate that ``value`` is out of range below and above respectively.'''
    n = len(array)
    if (value < array[0]):
        return -1
    elif (value > array[n-1]):
        return n
    jl = 0# Initialize lower
    ju = n-1# and upper limits.
    while (ju-jl > 1):# If we are not yet done,
        jm=(ju+jl) >> 1# compute a midpoint with a bitshift
        if (value >= array[jm]):
            jl=jm# and replace either the lower limit
        else:
            ju=jm# or the upper limit, as appropriate.
        # Repeat until the test condition is satisfied.
    if (value == array[0]):# edge cases at bottom
        return 0
    elif (value == array[n-1]):# and top
        return n-1
    else:
        return jl

现在我将从其他答案定义代码，它们都返回一个索引:

import math
import numpy as np

def find_nearest1(array,value):
    idx,val = min(enumerate(array), key=lambda x: abs(x[1]-value))
    return idx

def find_nearest2(array, values):
    indices = np.abs(np.subtract.outer(array, values)).argmin(0)
    return indices

def find_nearest3(array, values):
    values = np.atleast_1d(values)
    indices = np.abs(np.int64(np.subtract.outer(array, values))).argmin(0)
    out = array[indices]
    return indices

def find_nearest4(array,value):
    idx = (np.abs(array-value)).argmin()
    return idx


def find_nearest5(array, value):
    idx_sorted = np.argsort(array)
    sorted_array = np.array(array[idx_sorted])
    idx = np.searchsorted(sorted_array, value, side="left")
    if idx >= len(array):
        idx_nearest = idx_sorted[len(array)-1]
    elif idx == 0:
        idx_nearest = idx_sorted[0]
    else:
        if abs(value - sorted_array[idx-1]) < abs(value - sorted_array[idx]):
            idx_nearest = idx_sorted[idx-1]
        else:
            idx_nearest = idx_sorted[idx]
    return idx_nearest

def find_nearest6(array,value):
    xi = np.argmin(np.abs(np.ceil(array[None].T - value)),axis=0)
    return xi

现在我来计时代码: 注意方法1、2、4、5没有正确给出间隔。方法1、2、4四舍五入到数组中最近的点(例如>=1.5 -> 2)，方法5总是四舍五入(例如1.45 -> 2)。只有方法3和6，当然还有对半给出了正确的间隔。

array = np.arange(100000)
val = array[50000]+0.55
print( bisection(array,val))
%timeit bisection(array,val)
print( find_nearest1(array,val))
%timeit find_nearest1(array,val)
print( find_nearest2(array,val))
%timeit find_nearest2(array,val)
print( find_nearest3(array,val))
%timeit find_nearest3(array,val)
print( find_nearest4(array,val))
%timeit find_nearest4(array,val)
print( find_nearest5(array,val))
%timeit find_nearest5(array,val)
print( find_nearest6(array,val))
%timeit find_nearest6(array,val)

(50000, 50000)
100000 loops, best of 3: 4.4 µs per loop
50001
1 loop, best of 3: 180 ms per loop
50001
1000 loops, best of 3: 267 µs per loop
[50000]
1000 loops, best of 3: 390 µs per loop
50001
1000 loops, best of 3: 259 µs per loop
50001
1000 loops, best of 3: 1.21 ms per loop
[50000]
1000 loops, best of 3: 746 µs per loop

对于一个大数组的对半分割是4us，而次之的是180us，最长的是1.21ms(快100 - 1000倍)。对于较小的数组，它要快2-100倍。