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Learning OpenCV, 2nd Edition
book

Learning OpenCV, 2nd Edition

by Adrian Kaehler, Gary Bradski
December 2014
Beginner to intermediate
575 pages
19h 37m
English
O'Reilly Media, Inc.
Content preview from Learning OpenCV, 2nd Edition
In the simple case of a two-dimensional array, this reduces to:
& mtx
i, j
( )
= mtx.data + mtx.step 0
* i + mtx.step 1
* j
The data itself contained in cv::Mat is not required to be simple primitives. Each element of the data in a
cv::Mat can itself be either a single number, or multiple numbers. In the case of multiple numbers, this is
what the library refers to as a multichannel array. In fact, an n-dimensional array and an (n-1)-dimensional
multichannel array are actually very similar objects, but because of the frequency of occasions in which it
is useful to be able to think of an array as a vector valued array, the library contains special provisions for
such structures.
13
One reason why this distinction is made is because of memory access. By definition, an element of an array
is the part that may be vector-valued. For example, an array might be said to be a two-dimensional three-
channel array of 32-bit floats; in this case, the element of the array is the three 32-bit floats with a size of 12
bytes. When laid out in memory, rows of an array may not be absolutely sequential; there may be small
gaps that buffer each row before the next. The difference between an
n
-dimensional single-channel array
and an
n 1
( )
-dimensional multichannel array is that this padding will always occur at the end of full
rows (i.e., the channels in an element will always ...
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Publisher Resources

ISBN: 9781449331955Errata