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Corrected grammatical mistakes in documentation

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Tabish
2014-05-20 12:05:28 +05:30
parent 37572bdb06
commit c57d7f2784
1 changed files with 11 additions and 11 deletions
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skimage/transform/integral.py
+11 -11
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@@ -40,23 +40,23 @@ def integrate(ii, start, end, *args):
----------
ii : ndarray
Integral image.
start : tuple of length equal to dimension of ii
start : tuple of length equal to dimension of `ii`
Coordinates of top left corner of window(s).
For multiple windows start may be a tuple of lists, each list
containing the starting row, col, ... index i.e
([row_win1, row_win2, ...], [col_win1, col_win2,...], ...),
The convention mirrors the NumPy multi-indexing convention.
end : tuple of length equal to dimension of ii
`([row_win1, row_win2, ...], [col_win1, col_win2,...], ...)`,
This convention mirrors the NumPy multi-indexing convention.
end : tuple of length equal to dimension of `ii`
Coordinates of bottom right corner of window(s).
For multiple windows end may be a tuple of lists, each list
containing the end row, col, ... index i.e
([row_win1, row_win2, ...], [col_win1, col_win2, ...], ...)
The convention mirrors the NumPy multi-indexing convention.
This convention mirrors the NumPy multi-indexing convention.
args: optional
For backward compatibility with versions prior to 0.10
For backward compatibility with versions prior to 0.10.
The earlier function signature was `integrate(ii, r0, c0, r1, c1)`,
where r0, c0 are int(lists) specifying start coordinates
of window(s) to be integrated and r1, c1 the end coordinates.
where `r0`, `c0` are int(lists) specifying start coordinates
of window(s) to be integrated and `r1`, `c1` the end coordinates.
Returns
@@ -125,9 +125,9 @@ def integrate(ii, start, end, *args):
# binary numbers 000 to 111. Each number is called a permutation, where
# perm(000) means, select end corner where none of the coordinates
# is replaced, i.e ii[end_row, end_col, end_depth]. Similarly, perm(001)
# means replace last coordinated by start - 1, i.e
# ii[end_row, end_col, start_depth - 1],and so on.
# Sign of even permutations is +ve, while those of odd is -ve.
# means replace last coordinate by start - 1, i.e
# ii[end_row, end_col, start_depth - 1], and so on.
# Sign of even permutations is positive, while those of odd is negative.
# If 'start_coord - 1' is -ve it is labeled bad and not considered in
# the final sum.