The ndarray in NumPy is a “newstyle” Python builtintype. Therefore, it can be inherited from (in Python or in C) if desired. Therefore, it can form a foundation for many useful classes. Often whether to subclass the array object or to simply use the core array component as an internal part of a new class is a difficult decision, and can be simply a matter of choice. NumPy has several tools for simplifying how your new object interacts with other array objects, and so the choice may not be significant in the end. One way to simplify the question is by asking yourself if the object you are interested in can be replaced as a single array or does it really require two or more arrays at its core.
Note that asarray always returns the baseclass ndarray. If you are confident that your use of the array object can handle any subclass of an ndarray, then asanyarray can be used to allow subclasses to propagate more cleanly through your subroutine. In principal a subclass could redefine any aspect of the array and therefore, under strict guidelines, asanyarray would rarely be useful. However, most subclasses of the arrayobject will not redefine certain aspects of the array object such as the buffer interface, or the attributes of the array. One important example, however, of why your subroutine may not be able to handle an arbitrary subclass of an array is that matrices redefine the “*” operator to be matrixmultiplication, rather than elementbyelement multiplication.
See also
Numpy provides several hooks that subclasses of ndarray can customize:
matrix objects inherit from the ndarray and therefore, they have the same attributes and methods of ndarrays. There are six important differences of matrix objects, however, that may lead to unexpected results when you use matrices but expect them to act like arrays:
Matrix objects can be created using a string notation to allow Matlab style syntax where spaces separate columns and semicolons (‘;’) separate rows.
Matrix objects are always twodimensional. This has farreaching implications, in that m.ravel() is still twodimensional (with a 1 in the first dimension) and item selection returns twodimensional objects so that sequence behavior is fundamentally different than arrays.
Matrix objects override multiplication to be matrixmultiplication. Make sure you understand this for functions that you may want to receive matrices. Especially in light of the fact that asanyarray(m) returns a matrix when m is a matrix.
Matrix objects override power to be matrix raised to a power. The same warning about using power inside a function that uses asanyarray(...) to get an array object holds for this fact.
The default __array_priority__ of matrix objects is 10.0, and therefore mixed operations with ndarrays always produce matrices.
Matrices have special attributes which make calculations easier. These are
transpose 

hermitian (conjugate) transpose 

inverse 

base array 
Warning
Matrix objects override multiplication, ‘*’, and power, ‘**’, to be matrixmultiplication and matrix power, respectively. If your subroutine can accept subclasses and you do not convert to baseclass arrays, then you must use the ufuncs multiply and power to be sure that you are performing the correct operation for all inputs.
The matrix class is a Python subclass of the ndarray and can be used as a reference for how to construct your own subclass of the ndarray. Matrices can be created from other matrices, strings, and anything else that can be converted to an ndarray . The name “mat “is an alias for “matrix “in NumPy.
matrix  Returns a matrix from an arraylike object, or from a string of data. 
asmatrix(data[, dtype])  Interpret the input as a matrix. 
bmat(obj[, ldict, gdict])  Build a matrix object from a string, nested sequence, or array. 
Example 1: Matrix creation from a string
>>> a=mat('1 2 3; 4 5 3')
>>> print (a*a.T).I
[[ 0.2924 0.1345]
[0.1345 0.0819]]
Example 2: Matrix creation from nested sequence
>>> mat([[1,5,10],[1.0,3,4j]])
matrix([[ 1.+0.j, 5.+0.j, 10.+0.j],
[ 1.+0.j, 3.+0.j, 0.+4.j]])
Example 3: Matrix creation from an array
>>> mat(random.rand(3,3)).T
matrix([[ 0.7699, 0.7922, 0.3294],
[ 0.2792, 0.0101, 0.9219],
[ 0.3398, 0.7571, 0.8197]])
Memorymapped files are useful for reading and/or modifying small segments of a large file with regular layout, without reading the entire file into memory. A simple subclass of the ndarray uses a memorymapped file for the data buffer of the array. For small files, the overhead of reading the entire file into memory is typically not significant, however for large files using memory mapping can save considerable resources.
Memorymappedfile arrays have one additional method (besides those they inherit from the ndarray): .flush() which must be called manually by the user to ensure that any changes to the array actually get written to disk.
Note
Memorymapped arrays use the the Python memorymap object which (prior to Python 2.5) does not allow files to be larger than a certain size depending on the platform. This size is always < 2GB even on 64bit systems.
memmap  Create a memorymap to an array stored in a binary file on disk. 
memmap.flush()  Write any changes in the array to the file on disk. 
Example:
>>> a = memmap('newfile.dat', dtype=float, mode='w+', shape=1000)
>>> a[10] = 10.0
>>> a[30] = 30.0
>>> del a
>>> b = fromfile('newfile.dat', dtype=float)
>>> print b[10], b[30]
10.0 30.0
>>> a = memmap('newfile.dat', dtype=float)
>>> print a[10], a[30]
10.0 30.0
The chararray module exists for backwards compatibility with Numarray, it is not recommended for new development. If one needs arrays of strings, use arrays of dtype object_, str or unicode.
These are enhanced arrays of either string_ type or unicode_ type. These arrays inherit from the ndarray, but speciallydefine the operations +, *, and % on a (broadcasting) elementbyelement basis. These operations are not available on the standard ndarray of character type. In addition, the chararray has all of the standard string (and unicode) methods, executing them on an elementbyelement basis. Perhaps the easiest way to create a chararray is to use self.view(chararray) where self is an ndarray of str or unicode datatype. However, a chararray can also be created using the numpy.chararray constructor, or via the numpy.char.array function:
chararray  Provides a convenient view on arrays of string and unicode values. 
core.defchararray.array(obj[, itemsize, ...])  Create a chararray. 
Another difference with the standard ndarray of str datatype is that the chararray inherits the feature introduced by Numarray that whitespace at the end of any element in the array will be ignored on item retrieval and comparison operations.
Numpy provides the recarray class which allows accessing the fields of a record/structured array as attributes, and a corresponding scalar data type object record.
recarray  Construct an ndarray that allows field access using attributes. 
record  A datatype scalar that allows field access as attribute lookup. 
See also
For backward compatibility and as a standard “container “class, the UserArray from Numeric has been brought over to NumPy and named numpy.lib.user_array.container The container class is a Python class whose self.array attribute is an ndarray. Multiple inheritance is probably easier with numpy.lib.user_array.container than with the ndarray itself and so it is included by default. It is not documented here beyond mentioning its existence because you are encouraged to use the ndarray class directly if you can.
numpy.lib.user_array.container(data[, ...]) 
Iterators are a powerful concept for array processing. Essentially, iterators implement a generalized forloop. If myiter is an iterator object, then the Python code:
for val in myiter:
...
some code involving val
...
calls val = myiter.next() repeatedly until StopIteration is raised by the iterator. There are several ways to iterate over an array that may be useful: default iteration, flat iteration, and dimensional enumeration.
The default iterator of an ndarray object is the default Python iterator of a sequence type. Thus, when the array object itself is used as an iterator. The default behavior is equivalent to:
for i in arr.shape[0]:
val = arr[i]
This default iterator selects a subarray of dimension from the array. This can be a useful construct for defining recursive algorithms. To loop over the entire array requires forloops.
>>> a = arange(24).reshape(3,2,4)+10
>>> for val in a:
... print 'item:', val
item: [[10 11 12 13]
[14 15 16 17]]
item: [[18 19 20 21]
[22 23 24 25]]
item: [[26 27 28 29]
[30 31 32 33]]
ndarray.flat  A 1D iterator over the array. 
As mentioned previously, the flat attribute of ndarray objects returns an iterator that will cycle over the entire array in Cstyle contiguous order.
>>> for i, val in enumerate(a.flat):
... if i%5 == 0: print i, val
0 10
5 15
10 20
15 25
20 30
Here, I’ve used the builtin enumerate iterator to return the iterator index as well as the value.
ndenumerate(arr)  Multidimensional index iterator. 
Sometimes it may be useful to get the Ndimensional index while iterating. The ndenumerate iterator can achieve this.
>>> for i, val in ndenumerate(a):
... if sum(i)%5 == 0: print i, val
(0, 0, 0) 10
(1, 1, 3) 25
(2, 0, 3) 29
(2, 1, 2) 32
broadcast  Produce an object that mimics broadcasting. 
The general concept of broadcasting is also available from Python using the broadcast iterator. This object takes objects as inputs and returns an iterator that returns tuples providing each of the input sequence elements in the broadcasted result.
>>> for val in broadcast([[1,0],[2,3]],[0,1]):
... print val
(1, 0)
(0, 1)
(2, 0)
(3, 1)