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1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 | MIN MIN Minimum Function
Usage
Computes the minimum of an array along a given dimension, or alternately,
computes two arrays (entry-wise) and keeps the smaller value for each array.
As a result, the min function has a number of syntaxes. The first
one computes the minimum of an array along a given dimension.
The first general syntax for its use is either
[y,n] = min(x,[],d)
where x is a multidimensional array of numerical type, in which case the
output y is the minimum of x along dimension d.
The second argument n is the index that results in the minimum.
In the event that multiple minima are present with the same value,
the index of the first minimum is used.
The second general syntax for the use of the min function is
[y,n] = min(x)
In this case, the minimum is taken along the first non-singleton
dimension of x. For complex data types,
the minimum is based on the magnitude of the numbers. NaNs are
ignored in the calculations.
The third general syntax for the use of the min function is as
a comparison function for pairs of arrays. Here, the general syntax is
y = min(x,z)
where x and z are either both numerical arrays of the same dimensions,
or one of the two is a scalar. In the first case, the output is the
same size as both arrays, and is defined elementwise by the smaller of the
two arrays. In the second case, the output is defined elementwise by the
smaller of the array entries and the scalar.
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