04 - Syntax comparison for MATLAB/Octave users
In armadillo4r: An 'Armadillo' Interface

Adapted from the official Armadillo documentation.

Matlab/Octave syntax and corresponding Armadillo syntax

The following table uses V for vectors, M for matrices, Q for cubes and F for fields. For operations, A, B and C denote matrices. Because MATLAB indexes from 1 (as R does), the k-th column in MATLAB has index k but in C++ it has index k-1.

| Matlab/Octave | Armadillo | Notes | |---------------|----------------|-----------------------------| | M(1, 1) | M(0, 0) | indexing in C++ starts at 0 | | M(k, k) | M(k-1, k-1) | indexing in C++ starts at 0 | | size(M,1) | M.n_rows | read only | | size(M,2) | M.n_cols | read only |
| size(Q,3) | Q.n_slices | | | numel(A) | M.n_elem | | | M(:, k) | M.col(k-1) | | | M(k, :) | M.row(k) | |
| M(:, p:q) | M.cols(p, q) | |
| M(p:q, :) | M.rows(p, q) | | | M(p:q, r:s) | M(span(p,q), span(r,s)) | | | Q(:, :, k) | Q.slice(k) | | | Q(:, :, t:u) | Q.slices(t, u) | | | Q(p:q, r:s, t:u) | Q( span(p,q), span(r,s), span(t,u)) | |
| M' | M.t() or trans(M) | matrix transpose / Hermitian transpose (for complex matrices, the conjugate of each element is taken) | | M = zeros(size(M)) | M.zeros() | | | M = ones(size(M)) | M.ones() | | | M = zeros(k) | M = zeros<mat>(k,k) | | | M = ones(k) | M = ones<mat>(k,k) | |
| C = complex(A,B) | cx_mat C = cx_mat(A,B) | |
| A .* B | A % B | element-wise multiplication | | A ./ B | A / B | element-wise division | | A \ B | solve(A,B) | more efficient than inv(A)*B | | M = M + 1 | M++ | | | M = M - 1 | M-- | |
| M = [1 2; 3 4;] | M = {{1, 2}, {3, 4}} | element initialization | | M = A(:) | M = vectorise(A) | | | M = [A B] | M = join_horiz(A,B) | | | M = [A; B] | M = join_vert(A,B) | |
| M | cout << M << endl or M.print("M =") | | | A = randn(2,3) | mat A = randn(2,3) | | | B = randn(4,5) | mat B = randn(4,5) | | | F = {A; B} | field<mat> F(2,1), F(0,0) = A or F(1,0) = B | fields store arbitrary objects, such as matrices |