@@ -1673,7 +1673,7 @@ def approx_percentile_cont(
16731673 between two of the values.
16741674
16751675 This function uses the [t-digest](https://arxiv.org/abs/1902.04023) algorithm to
1676- compute the percentil . You can limit the number of bins used in this algorithm by
1676+ compute the percentile . You can limit the number of bins used in this algorithm by
16771677 setting the ``num_centroids`` parameter.
16781678
16791679 If using the builder functions described in ref:`_aggregation` this function ignores
@@ -2415,7 +2415,7 @@ def lead(
24152415 Lead operation will return the argument that is in the next shift_offset-th row in
24162416 the partition. For example ``lead(col("b"), shift_offset=3, default_value=5)`` will
24172417 return the 3rd following value in column ``b``. At the end of the partition, where
2418- no futher values can be returned it will return the default value of 5.
2418+ no further values can be returned it will return the default value of 5.
24192419
24202420 Here is an example of both the ``lead`` and :py:func:`datafusion.functions.lag`
24212421 functions on a simple DataFrame::
@@ -2469,7 +2469,7 @@ def lag(
24692469
24702470 Lag operation will return the argument that is in the previous shift_offset-th row
24712471 in the partition. For example ``lag(col("b"), shift_offset=3, default_value=5)``
2472- will return the 3rd previous value in column ``b``. At the beginnig of the
2472+ will return the 3rd previous value in column ``b``. At the beginning of the
24732473 partition, where no values can be returned it will return the default value of 5.
24742474
24752475 Here is an example of both the ``lag`` and :py:func:`datafusion.functions.lead`
@@ -2554,7 +2554,7 @@ def rank(
25542554
25552555 Returns the rank based upon the window order. Consecutive equal values will receive
25562556 the same rank, but the next different value will not be consecutive but rather the
2557- number of rows that preceed it plus one. This is similar to Olympic medals. If two
2557+ number of rows that precede it plus one. This is similar to Olympic medals. If two
25582558 people tie for gold, the next place is bronze. There would be no silver medal. Here
25592559 is an example of a dataframe with a window ordered by descending ``points`` and the
25602560 associated rank.
@@ -2667,7 +2667,7 @@ def cume_dist(
26672667 """Create a cumulative distribution window function.
26682668
26692669 This window function is similar to :py:func:`rank` except that the returned values
2670- are the ratio of the row number to the total numebr of rows. Here is an example of a
2670+ are the ratio of the row number to the total number of rows. Here is an example of a
26712671 dataframe with a window ordered by descending ``points`` and the associated
26722672 cumulative distribution::
26732673
@@ -2748,7 +2748,7 @@ def string_agg(
27482748 """Concatenates the input strings.
27492749
27502750 This aggregate function will concatenate input strings, ignoring null values, and
2751- seperating them with the specified delimiter. Non-string values will be converted to
2751+ separating them with the specified delimiter. Non-string values will be converted to
27522752 their string equivalents.
27532753
27542754 If using the builder functions described in ref:`_aggregation` this function ignores
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