In this article, we analyze the stability of couples on the marriage market. Recent
developments in cooperative game theory allow a new model that uses team games which …

We present a polynomial time method for identifying the maximal set in excess demand at a
given payoff vector. This set can be used in “large” partnership formation problems to identify …

This paper analyzes the problem of a principal (she) designing a contract for an agent (he)
to form a short-lived partnership to exploit an asset before reselling, as in asset flip**. The …

I take a decentralized approach to fractional matching with and without money. For the
model with money I define and show the existence of competitive equilibria. For the model …

We study the dynamics of price discovery in decentralized two-sided markets. We show that
there exist memoryless dynamics that converge to the core of the underlying assignment …

Stable matching markets have been one of the most important studied domains in
mathematics, economy, and computer sciences, during the last sixty years. This thesis aims …

We characterize the core of the partnership formation problem (Talman and Yang, Journal of
Mathematical Economics 47, 2011) using cycles in the solution of a linear programming …

We study two-sided (" marriage") and general pairing (" roommate") problems. We introduce"
sequences," lists of matchings that are repeated in order. Stable sequences are natural …

In this paper we re-examine the partnership formation problem, which is a generalization of
the classical assignment game. We show that the former problem can be transformed into …

This paper introduces an extension of the vehicle routing problem by involving several
decision makers in competition. Each customer is characterized by demand and distance to …