◆ horzcat()

template<std::size_t M, std::size_t N, std::size_t P, typename T >

constexpr matrix<T, M, N + P> cotila::horzcat	(	const matrix< T, M, N > &	a,
		const matrix< T, M, P > &	b
	)

Parameters

a	an $M \times N$ matrix of type T
b	an $M \times P$ matrix of type T

Returns: an $M \times \left(N+P\right)$ matrix of type T $\left[\textbf{a} \textbf{b}\right]$ such that $\left(\left[\textbf{a} \textbf{b}\right]\right)_{ij} = \begin{cases} \textbf{a}_{ij} & j < N\\ \textbf{b}_{i,\ \left(j - N\right)} & j \ge N \end{cases}$

Horizontally concatenates two matrices.