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Apr 26, 2014 · In particular, we prove that the model may be stable if and only if the matching graph is non-bipartite.
We introduce and study a new model that we call the matching model. Items arrive one by one in a buffer and depart from it as soon as possible but by pairs.
We introduce and study a new model that we call the matching model. Items arrive one by one in a buffer and depart from it as soon as possible but by pairs.
Abstract. We introduce and study a new model that we call the matching model. Items arrive one by one in a buffer and depart from it as soon as possible but ...
We introduce and study a new model that we call the matching model. Items arrive one by one in a buffer and depart from it as soon as possible but by pairs.
STABILITY OF THE STOCHASTIC MATCHING MODEL. JEAN MAIRESSE AND PASCAL MOYAL. Abstract. We introduce and study a new model that we call the matching model.
We introduce and study a new model that we call the matching model. Items arrive one by one in a buffer and depart from it as soon as possible but by pairs.
The matching model is introduced and it is proved that the model may be stable if and only if the matching graph is nonbipartite. Abstract We introduce and ...
The items of a departing pair are said to be matched. There is a finite set of classes for the items, and the allowed matchings depend on the classes, according ...
Apr 5, 2024 · Jean Mairesse, Pascal Moyal. Stability of the stochastic matching model. Journal of Applied Probability, 2016, 54 (3), pp.1064-1077.