STK_ISDOMINATED returns true for dominated rows

 CALL: ISDOM = stk_isdominated (A, B)

    returns a vector ISDOM of logicals, where ISDOM(i) is true if A(i, :)
    is dominated by one of the rows of B. A row B(j, :) is said to
    dominate A(i, :) if

       B(j, k) <= A(i, k)    for all k in {1, 2, ..., d}

    and

       B(j, k) < A(i, k)     for at least one such k,

    where d is the number of columns.  In other words: smaller is better.

 CALL: ISDOM = stk_isdominated (A, B, DO_SORTROWS)

    does the same but, if DO_SORTROWS == false, assumes that the rows of
    B are already sorted in ascending lexical order.

 CALL: [ISDOM, DPOS] = stk_isdominated (A, B, DO_SORTROWS)

    also returns a vector DPOS such that DPOS(i) = 0 if A(i, :) is non-
    dominated, and DPOS(i) gives the index of a row in B that dominates
    A(i, :) otherwise.

 See also: sortrows, stk_paretofind, stk_dominatedhv