Each column in A may be moved one place to the right by using circshift. In each dimension, move the components of A by one. The matrix's center now contains the collection of ones. Use circshift on Y with negative shift values to return the cluster to its starting location.
The circular shift function Y = circshift(A, K) moves the items of array A by K places. Circshift moves along the first dimension of A whose size is not 1, if K is an integer. Each element of K represents the amount of shift in the associated dimension of A if K is a vector of integers. A matrix can have its rows switched to produce a new matrix. We transfer Row 1 to Row 2, Row 2 to Row 3, and Row 3 to Row 1 in the example above. (This is done to obtain a 1 in the upper left corner.)
To learn more about cluster click the link below:
brainly.com/question/17288824
#SPJ4