[see also: comprise, compose, make up, contain, lie]
This group consists of the elements of $GL(n)$ of determinant 1. [= is made up of]
Let $B(\Omega)$ be the quotient of $B^{b}(\Omega)$ by the closed linear subspace consisting of the functions which are zero outside a meagre subspace of $\Omega$.
The subspaces of $M(\Omega)$ consisting of the discrete and continuous measures are $M_d(\Omega)$ and $M_c(\Omega)$, respectively.
We define the set $T$ to consist of those $f$ for which ......
Let $R$ consist of all $z=x+iy$ such that $|x|<1$.
But $M$ does not consist of 0 alone.
The inverse image of $A$ consists of just the basepoint of $X$.
The proof consists in the construction of ...... [= The main feature of the proof is]
The difficulty consists in generalizing (b).
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