Sentence examples for stable match from inspiring English sources

The phrase "stable match" is correct and usable in written English
It is typically used in contexts related to algorithms, particularly in matching theory or economics, to describe a situation where pairs are formed in such a way that no two individuals would prefer to be matched with each other over their current partners. Example: "The stable match algorithm ensures that all participants are paired in a way that no one has an incentive to deviate from their assigned match."

Exact(9)

In a paper with David Gale in 1962, Mr. Shapley explained how individuals could be paired together in a stable match even when they disagreed about what qualities made the right match.

An example of a stable match for this situation is represented as three pairs $(a ,e $ $(b,f $, $(c,d)$.

In spite of this, subjects are remarkably good at reaching a stable match, even when the payoffs of others are not publicly observed.

The stable marriage problem is the problem of finding a stable match between two sets of elements given a set of preferences for each element.

Moreover, we use the college admission framework (CAF) to find a stable match between two sets of elements (MSs and RSs).

The result of swapping the roles of the men and the women in the algorithm will also compute a stable match, but one that is more advantageous to the women.

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Similar(50)

But imagine a scenario with thousands of men and an equal number of women all longing for a stable match-making outcome, that is, one where no man and woman who are not partners actually prefer each other to their respective partner.

The laureates' breakthroughs involve figuring out how to properly assign people and things to stable matches when prices are not available to help buyers and sellers pair up.

In this short note the many-to-many stable matching and stable allocation problems are revisited.

For a roommate matching problem instance, there might not exist a stable matching.

The stable roommate problem is to find a stable matching [17].

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