Internals

This section will provide a look into some of pandas internals.

Indexing

In pandas there are a few objects implemented which can serve as valid containers for the axis labels:

• Index: the generic “ordered set” object, an ndarray of object dtype assuming nothing about its contents. The labels must be hashable (and likely immutable) and unique. Populates a dict of label to location in Cython to do O(1) lookups.
• Int64Index: a version of Index highly optimized for 64-bit integer data, such as time stamps
• Float64Index: a version of Index highly optimized for 64-bit float data
• MultiIndex: the standard hierarchical index object
• DatetimeIndex: An Index object with Timestamp boxed elements (impl are the int64 values)
• TimedeltaIndex: An Index object with Timedelta boxed elements (impl are the in64 values)
• PeriodIndex: An Index object with Period elements

These are range generates to make the creation of a regular index easy:

• date_range: fixed frequency date range generated from a time rule or DateOffset. An ndarray of Python datetime objects
• period_range: fixed frequency date range generated from a time rule or DateOffset. An ndarray of Period objects, representing Timespans

The motivation for having an Index class in the first place was to enable different implementations of indexing. This means that it’s possible for you, the user, to implement a custom Index subclass that may be better suited to a particular application than the ones provided in pandas.

From an internal implementation point of view, the relevant methods that an Index must define are one or more of the following (depending on how incompatible the new object internals are with the Index functions):

• get_loc: returns an “indexer” (an integer, or in some cases a slice object) for a label
• slice_locs: returns the “range” to slice between two labels
• get_indexer: Computes the indexing vector for reindexing / data alignment purposes. See the source / docstrings for more on this
• get_indexer_non_unique: Computes the indexing vector for reindexing / data alignment purposes when the index is non-unique. See the source / docstrings for more on this
• reindex: Does any pre-conversion of the input index then calls get_indexer
• union, intersection: computes the union or intersection of two Index objects
• insert: Inserts a new label into an Index, yielding a new object
• delete: Delete a label, yielding a new object
• drop: Deletes a set of labels
• take: Analogous to ndarray.take

MultiIndex

Internally, the MultiIndex consists of a few things: the levels, the integer labels, and the level names:

In [1]: index = MultiIndex.from_product([range(3), ['one', 'two']], names=['first', 'second'])

In [2]: index
Out[2]: 
MultiIndex(levels=[[0, 1, 2], [u'one', u'two']],
           labels=[[0, 0, 1, 1, 2, 2], [0, 1, 0, 1, 0, 1]],
           names=[u'first', u'second'])

In [3]: index.levels
Out[3]: FrozenList([[0, 1, 2], [u'one', u'two']])

In [4]: index.labels
Out[4]: FrozenList([[0, 0, 1, 1, 2, 2], [0, 1, 0, 1, 0, 1]])

In [5]: index.names
Out[5]: FrozenList([u'first', u'second'])

You can probably guess that the labels determine which unique element is identified with that location at each layer of the index. It’s important to note that sortedness is determined solely from the integer labels and does not check (or care) whether the levels themselves are sorted. Fortunately, the constructors from_tuples and from_arrays ensure that this is true, but if you compute the levels and labels yourself, please be careful.