a 4 by 5 MatriX
A =
1 2 3 4 5
6 7 8 9 10
11 12 13 14 15
16 17 18 19 20
The Mathwork example divide sA into two 2-by-3 and two 2-by-2 subarrays:
C = mat2cell(A,[2 2],[3 2])
What are the indices here in the dimension statement:
Does [2,2] refer to 2 tables w two rows each
Does [3,2] specify the first set of tables has 3 rows, the second set 2 rows.
I can't understand or see the pattern in how the dimensions are set in mat2cell
Thank you, Nancy

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Nancy Hammond
Nancy Hammond 2019년 9월 2일
C{1,1} =
1 2 3
6 7 8
C{1,2}=
4 5
9 10
C{2,1} =
11 12 13
16 17 18
C{2,2}=
14 15
19 20
Nancy Hammond
Nancy Hammond 2019년 9월 2일
Correction: Should read
Does [3,2] specify the first set of tables has 3 cols, the second set 2 cols.
Walter Roberson
Walter Roberson 2019년 9월 2일
"Does [3,2] specify the first set of tables has 3 cols, the second set 2 cols."
Yes.

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Walter Roberson
Walter Roberson 2019년 9월 2일

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C = mat2cell(A,[2 2],[3 2])
means that numeric matrix A is to be broken up into cells.
The first row of cells is to have [2 2][1] -> 2 rows. The second row of cells is to have [2 2][2] -> 2 rows. This is a total of sum([2 2]) = 4 rows, and it is an error if A does not have that many rows.
The first column of cells is to have [3 2][1] -> 3 columns. The second column of cells is to have [3 2][2] -> 2 columns. This is a total of sum([3 2]) = 5 columns, and it is an error if A does not have that many columns.
Thus, the sizes of the entries in C will be all combinations of [2 2] with [3 2], so
{size [2, 3], size [2, 2] -> leading 2 from the first 2 in [2 2]
size [2, 3], size [2, 2]} -> leading 2 from the second 2 in [2 2]

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