Polynomial-time algorithm verifies minimum-weight matroid basis under general uncertainty areas including finite sets and interval unions, generalizing prior open-interval results.
The fact that the loop of Step 2b is executed but only queriesej implies that allg∈Cej\({e}∪Pj)have wg≤Ug(Pj)≤Lej(Pj) =Lej (cf
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Optimal Verification of a Minimum-Weight Basis in an Uncertainty Matroid
Polynomial-time algorithm verifies minimum-weight matroid basis under general uncertainty areas including finite sets and interval unions, generalizing prior open-interval results.