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The Maxima on-line user's manual

Algebra Calculator

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Transpose

Function: transpose (<M>) Returns the transpose of <M>.

m:matrix([1,2,3],[4,7,9]);
m2:submatrix(m,3);
m3:submatrix(1,m);
transpose(m);
invert(m2);
determinant(m2);
m2.invert(m2);
ident(2);
rank(m);
eigenvalues(m2);
eigenvectors(m2);
m2.invert(m2)-ident(2)

If <M> is a matrix, the return value is another matrix <N> such that N[i,j] = M[j,i].

If <M> is a list, the return value is a matrix <N> of length (m) rows and 1 column, such that N[i,1] = M[i].

Otherwise <M> is a symbol, and the return value is a noun expression transpose (<M>).

There are also some inexact matches for transpose. Try ?? transpose to see them.

(%o1)                                true
(%i2) 

Related Examples

transpose

M:matrix[[1,0],[3,5]];

BTA:transpose(B).A;

Calculate

transpose

A=transpose([1, x]);

Calculate

transpose

/* Definintion von zw...

b:[false,false,true,t...

eq2:/* Definition ein...

Calculate

transpose

A:matrix[[-3,1,0],[2,...

B:matrix[[2,-1,3],[1,...

C:matrix[[-1,2,1],[1,...

Calculate

transpose

a:matrix[[1,0,2],[3,5...

transpose(a);

Calculate

transpose

A:matrix[[-3,1,0],[2,...

B:matrix[[2,-1,3],[1,...

C:matrix[[-1,2,1],[1,...

Calculate

transpose

eq1 : [0, 1/2, 1, 1/2...

eq2 : [1, -1/2, 0, -1...

eq2 + eq1/2;

Calculate

transpose

vec_z:[1,2,3];

vec_s:transpose(vec_z);

a:vec_z**2;

Calculate

transpose

A:matrix[[-3,1,0],[2,...

B:matrix[[2,-1,3],[1,...

C:matrix[[-1,2,1],[1,...

Calculate

transpose

c:[1,2];

c1:columnvector(c);

transpose(c1);

Calculate