Convergence of Price Processes Under Two Dynamic Double Auctions

Journal of Mechanism and Institution Design, (Forthcoming)

34 Pages Posted: 19 Oct 2016

See all articles by Jinpeng Ma

Jinpeng Ma

Rutgers University-Camden

Qiongling Li

Rice University

Date Written: October 17, 2016

Abstract

We study the convergence of two price processes generated by two dynamic double auctions (DA) and provide conditions under which the two price processes converge to a Walrasian equilibrium of the underlying economy. When the conditions are not satisfied, the price processes may converge to prices that form a bubble or a crash.

Keywords: double auction mechanisms, incremental subgradient methods, job matching market, network resource allocations

JEL Classification: D44, D50

Suggested Citation

Ma, Jinpeng and Li, Qiongling, Convergence of Price Processes Under Two Dynamic Double Auctions (October 17, 2016). Journal of Mechanism and Institution Design, (Forthcoming), Available at SSRN: https://ssrn.com/abstract=2853950

Jinpeng Ma (Contact Author)

Rutgers University-Camden ( email )

Camden, NJ 08102
United States

Qiongling Li

Rice University ( email )

6100 South Main Street
Houston, TX 77005-1892
United States

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