transpose

Matrix transpose

Usage

transpose(A)

• A should be a numeric matrix, a character matrix, or a structure matrix. It does not work with A having more than 2 dimensions, i.e., ndims(A) > 2.
• It returns the transpose of a matrix A.
• It gives the same matrix as using the transpose operator .', i.e., A.'.

Examples

• Transpose of a real matrix.

Input

r = rand(3,4)
transpose(r)

Output

r = 1e-1 × 
 8.1428   7.8124   6.8743   8.9428
 3.3992   2.9350   6.7845   3.2068
 6.8610   1.5389   3.7243   8.2888

ans = 1e-1 × 
 8.1428   3.3992   6.8610
 7.8124   2.9350   1.5389
 6.8743   6.7845   3.7243
 8.9428   3.2068   8.2888

• Transpose of a complex matrix.

Input

r = rand(3,4) + rand(3,4)*i
transpose(r)

Output

r = 1e-1 × 
 4.2882 + 1.1014i   8.8850 + 7.2496i   5.7967 + 0.3345i   2.5394 + 0.7964i
 3.8745 + 1.8858i   4.2357 + 8.2118i   4.0959 + 4.4913i   7.6298 + 8.2274i
 5.2540 + 4.4084i   1.0987 + 6.9465i   7.9385 + 1.2275i   7.3538 + 7.0163i

ans = 1e-1 × 
 4.2882 + 1.1014i   3.8745 + 1.8858i   5.2540 + 4.4084i
 8.8850 + 7.2496i   4.2357 + 8.2118i   1.0987 + 6.9465i
 5.7967 + 0.3345i   4.0959 + 4.4913i   7.9385 + 1.2275i
 2.5394 + 0.7964i   7.6298 + 8.2274i   7.3538 + 7.0163i

• Transpose of a character matrix.

Input

c = ['chars 😃✌🏻'; 'vector❤️💕']
transpose(c)

Output

c = 
chars 😃✌🏻
vector❤️💕

ans = 
cv
he
ac
rt
so
 r
😃❤️
✌🏻💕