disjointness

the disjointness of the sets a and b implies they have no common elements.

we investigated the disjointness between the two data clusters.

the disjointness property is crucial for this algorithm's correctness.

establishing disjointness is a necessary condition for the proof.

the disjointness of the intervals guarantees the solution's uniqueness.

we need to verify the disjointness of the subspaces.

the disjointness condition simplifies the optimization problem.

disjointness allows for independent analysis of each component.

the disjointness of the events is a key assumption.

we demonstrated the disjointness of the solution sets.

checking for disjointness is a common preprocessing step.