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Auctions As Coordination Devices
A Service of Leibniz-Informationszentrum econstor Wirtschaft Leibniz Information Centre Make Your Publications Visible. zbw for Economics Janssen, Maarten C.W. Working Paper Auctions as Coordination Devices Nota di Lavoro, No. 13.2004 Provided in Cooperation with: Fondazione Eni Enrico Mattei (FEEM) Suggested Citation: Janssen, Maarten C.W. (2004) : Auctions as Coordination Devices, Nota di Lavoro, No. 13.2004, Fondazione Eni Enrico Mattei (FEEM), Milano This Version is available at: http://hdl.handle.net/10419/117892 Standard-Nutzungsbedingungen: Terms of use: Die Dokumente auf EconStor dürfen zu eigenen wissenschaftlichen Documents in EconStor may be saved and copied for your Zwecken und zum Privatgebrauch gespeichert und kopiert werden. personal and scholarly purposes. Sie dürfen die Dokumente nicht für öffentliche oder kommerzielle You are not to copy documents for public or commercial Zwecke vervielfältigen, öffentlich ausstellen, öffentlich zugänglich purposes, to exhibit the documents publicly, to make them machen, vertreiben oder anderweitig nutzen. publicly available on the internet, or to distribute or otherwise use the documents in public. Sofern die Verfasser die Dokumente unter Open-Content-Lizenzen (insbesondere CC-Lizenzen) zur Verfügung gestellt haben sollten, If the documents have been made available under an Open gelten abweichend von diesen Nutzungsbedingungen die in der dort Content Licence (especially Creative Commons Licences), you genannten Lizenz gewährten Nutzungsrechte. may exercise further usage rights as specified -
Journal of Econometrics Bidding Frictions in Ascending Auctions
Journal of Econometrics xxx (xxxx) xxx Contents lists available at ScienceDirect Journal of Econometrics journal homepage: www.elsevier.com/locate/jeconom Bidding frictions in ascending auctions ∗ Aaron Barkley a, Joachim R. Groeger b, Robert A. Miller b, a Department of Economics, University of Melbourne. Faculty of Business and Economics Building Lvl 4, 3010 VIC, Australia b Tepper School of Business, Carnegie Mellon University. 4765 Forbes Ave, Pittsburgh, PA 15213, USA article info a b s t r a c t Article history: This paper develops an approach for identifying and estimating the distribution of Received 15 February 2018 valuations in ascending auctions where an indeterminate number of bidders have an Received in revised form 31 July 2019 unknown number of bidding opportunities. To finesse the complications for identifi- Accepted 25 November 2019 cation and estimation due to multiple equilibria, our empirical analysis is based on Available online xxxx the fact that bidders play undominated strategies in every equilibrium. We apply the JEL classification: model to a monthly financial market in which local banks compete for deposit securities. C57 This market features frequent jump bidding and winning bids well above the highest D44 losing bid, suggesting standard empirical approaches for ascending auctions may not be G21 suitable. We find that frictions are costly both for revenue and allocative efficiency. Keywords: ' 2020 The Authors. Published by Elsevier B.V. This is an open access article under the CC BY Dynamic games license (http://creativecommons.org/licenses/by/4.0/). Auctions Jump bids Dominance Inference 1. Introduction This paper studies discriminatory ascending auctions where bidders face bidding frictions. -
There Was Additional Activity. Only in Oklahoma Did Wirelessco Face a Withdrawcll Penalty As a Result of the Large Double Jumps
there was additional activity. Only in Oklahoma did WirelessCo face a withdrawcll penalty as a result of the large double jumps. In two of the markets (Pittsburgh and Des Moines), it paid one bid increment less than the other winner. WirelessCo's double jumps were probably unsuccessful. The message they sent was confusing and led to significant overbidding in Oklahoma. Although jump bids were rare, there were a few instances where markets closed after a jump bid. For example, PrimeCo's final bid in Chicago was a jump $11.7 million above the minimum bid. WirelessCo dropped out in response. It is impossible to know whether PrimeCo left money on the table or whether the jump induced WirelessCo to drop out. Strategic shifts or drops can be used to facilitate collusion. In a strategic shift, a bidder shifts to another license to keep prices in other markets from escalating. Iffirms X and Yare competing in market 1 and firm X is in market 2, then Y switches out of market 1 and into market 2, implicitly telling X to drop 2 to prevent further competition in market 1. In a strategic drop, a bidder drops a license, prompting a reciprocal drop from a competitor. If X and Yare competing in markets 1 and 2, then Y drops market 1, implicitly telling X to drop market 2. Strategic shifts and drops have two difficulties, which limit their use. First, the implicit message is much less clear than with a gift withdrawal or code bidding. Second, strategic shifts and drops are only effective once the competition is down to two bidders. -
Comparing Auction Designs Where Suppliers Have Uncertain Costs and Uncertain Pivotal Status
RAND Journal of Economics Vol. 00, No. 0, Winter 2018 pp. 1–33 Comparing auction designs where suppliers have uncertain costs and uncertain pivotal status ∗ Par¨ Holmberg and ∗∗ Frank A. Wolak We analyze how market design influences bidding in multiunit procurement auctions where suppliers have asymmetric information about production costs. Our analysis is particularly relevant to wholesale electricity markets, because it accounts for the risk that a supplier is pivotal; market demand is larger than the total production capacity of its competitors. With constant marginal costs, expected welfare improves if the auctioneer restricts offers to be flat. We identify circumstances where the competitiveness of market outcomes improves with increased market transparency. We also find that, for buyers, uniform pricing is preferable to discriminatory pricing when producers’ private signals are affiliated. 1. Introduction Multiunit auctions are used to trade commodities, securities, emission permits, and other divisible goods. This article focuses on electricity markets, where producers submit offers before the level of demand and amount of available production capacity are fully known. Due to demand shocks, unexpected outages, transmission-constraints, and intermittent output from renewable energy sources, it often arises that an electricity producer is pivotal, that is, that realized demand is larger than the realized total production capacity of its competitors. A producer that is certain to be pivotal possess a substantial ability to exercise market power because it can withhold output ∗ Research Institute of Industrial Economics (IFN), Associate Researcher of the Energy Policy Research Group (EPRG), University of Cambridge; [email protected]. ∗∗ Program on Energy and Sustainable Development (PESD) and Stanford University; [email protected]. -
Introduction to Auctions
ARE 202 Villas-Boas Introduction to auctions What is an Auction? 1. A public sale in which property or merchandise are sold to the highest bidder. 2. A market institution with explicit rules determining resource allocation and prices on the basis of bids from participants. 3. Games: The bidding in bridge, for example. Examples of Auctions FCC Spectrum McMillan, 1994, Selling Spectrum Rights, JEP. http://www.paulklemperer.org Procurement Auctions Treasury Bills Internet Wine Options Quota Rights, Auctioning countermeasures in WTO Working paper, Bagwell K., Staiger R., et al: http://www.ssc.wisc.edu/~rstaiger/auctionation071803.pdf 1 ARE 202 Villas-Boas Lots of good theory and empirical work. • Game is simple with well defined rules • Actions are observed directly • Payoffs can sometimes be inferred Also, a lot of data • Government sales: o Timber rights, mineral rights, oil and gas, treasury bills, spectrum auctions, emission permits, electricity • Government sales: o Defense, construction, school milk • Private sector: o Auctions houses, agriculture, real estate, used cars, machinery • Online auctions: Many possible mechanisms • Open versus sealed • First price versus second price • Secret versus fixed reserve price 2 ARE 202 Villas-Boas Several Formats: 4 auction types: • First-price sealed-bid auction: you don’t see your opponents’ bids. Highest bid wins. Winner pays her bid, b. The winner’s profit is: v−b. Losers get nothing. • Second-price sealed-bid auction: you don’t see your opponents’ bids. Highest bid wins. Winner pays the second highest bid in the auction. Therefore the winner’s profit is: v minus the second highest bid. Losers get nothing. -
The Evolution of U.S. Spectrum Values Over Time
The Evolution of U.S. Spectrum Values Over Time Michelle Connolly, Department of Economics, Duke University Nelson Sa, Department of Economics, Brandeis University Azeem Zaman, Department of Statistics, Harvard University Chris Roark, Department of Economics, University of Chicago Akshaya Trivedi, Trinity College, Duke University, Class of 2018 Working Paper Series 2018 | 121 Evolution of spectrum values 1 The Evolution of U.S. Spectrum Values Over Time Michelle Connolly1, Nelson Sá2, Azeem Zaman3, Chris Roark4, and Akshaya Trivedi5 February 13, 2018 Abstract We consider 1997 to 2015 data from FCC spectrum auctions related to cellular services to attempt to identify intrinsic spectrum values. Relative to previous literature, we control for license specific auction rules, and introduce measures to separate out technological progress that effectively reduces spectrum scarcity from progress that increases demand. Results confirm that technological changes have led to increases in the relative value of higher frequencies. Surprisingly, 47 percent of these licenses have been won by “small” bidders, representing 27 percent of the real value of these licenses. The use of bidding credits further appears to consistently reduce auction competition. Keywords: Spectrum, Spectrum Scarcity, Auctions, FCC, Auction Rules, Mobile Applications, Spectral Efficiency, Broadband Speeds, Closed Auctions, Small Bidders, “The Google Effect” JEL Codes: L5, O3, K2 1 Corresponding author: Michelle Connolly, [email protected], 213 Social Sciences, Box 90097, Department of Economics, Duke University, Durham, NC 27708. 2 Department of Economics, Brandeis University. 3 Department of Statistics, Harvard University. 4 Department of Economics, University of Chicago. 5 Trinity College, Duke University Class of 2018. We gratefully acknowledge the support of NSF grant 1314468. -
Putting Auction Theory to Work
Putting Auction Theory to Work Paul Milgrom With a Foreword by Evan Kwerel © 2003 “In Paul Milgrom's hands, auction theory has become the great culmination of game theory and economics of information. Here elegant mathematics meets practical applications and yields deep insights into the general theory of markets. Milgrom's book will be the definitive reference in auction theory for decades to come.” —Roger Myerson, W.C.Norby Professor of Economics, University of Chicago “Market design is one of the most exciting developments in contemporary economics and game theory, and who can resist a master class from one of the giants of the field?” —Alvin Roth, George Gund Professor of Economics and Business, Harvard University “Paul Milgrom has had an enormous influence on the most important recent application of auction theory for the same reason you will want to read this book – clarity of thought and expression.” —Evan Kwerel, Federal Communications Commission, from the Foreword For Robert Wilson Foreword to Putting Auction Theory to Work Paul Milgrom has had an enormous influence on the most important recent application of auction theory for the same reason you will want to read this book – clarity of thought and expression. In August 1993, President Clinton signed legislation granting the Federal Communications Commission the authority to auction spectrum licenses and requiring it to begin the first auction within a year. With no prior auction experience and a tight deadline, the normal bureaucratic behavior would have been to adopt a “tried and true” auction design. But in 1993 there was no tried and true method appropriate for the circumstances – multiple licenses with potentially highly interdependent values. -
Lecture Notes
601.436/636 Algorithmic Game Theory Lecturer: Michael Dinitz Topic: Online Auctions Date: 4/28/20 Scribe: Michael Dinitz 24.1 Introduction So far all of our mechanism have been \one-shot": we run an auction by soliciting bids and then deciding on an outcome and prices. This is intuitively a pretty good model of what we think of as an \auction". But let's think of another setting: we're selling items in a store. Then players will enter our store, make us an offer, and leave the store. Clearly if we sell an item to a player then we cannot later sell the same item to someone else, and if a player leaves the store then we cannot afterwards sell them the item. So our decisions are irrevocable. This is a classical setting for online algorithms, so today we'll be considering online mechanisms which combine online algorithms with incentives. 24.2 Example Suppose that we're selling two identical items. Each bidder wants one item (they don't care which) and has a valuation for how much they value an item (the same value for both, since they're identical), but also has an arrival and departure time. Suppose that there are three bidders. Bidder 1 has a valuation of 100, arrival time of noon (12pm), and departure time of 2pm. Bidder 2 has valuation 80, arrival time of noon, and departure time of 2pm. Bidder 3 has valuation of 60, arrival time of 1pm, and departure time of 2pm. If we were in the old setting, without arrival and departure times, it's pretty easy to use VCG to figure out what to do. -
Internet Auctions and Virtual Malls
Internet Auctions and Virtual Malls Is this Booklet Right for You? If you are a small business owner looking for alternatives to creating your own e-commerce website and want to sell online, then you will find this booklet useful. Even if you already have your own website, you can use this booklet to learn more about where you can sell (or buy) products and services online (e.g. Internet Auctions). You can also consider virtual malls or e-mall services where your site is listed along with others. E-malls are discussed later in this booklet. What is an Internet Auction? Internet auctions bring people and/or businesses together on Examples of Auction Websites one website to buy and sell • www.uBid.com (general auction site). products and services. Buying and selling processes vary • www.eBay.com (general auction site). across auction sites; so make • www.alibaba.com (general auction site). sure you familiarize yourself with these techniques by • www.bidville.com (general auction site). visiting these websites. • www.liquidation.com (commercial surplus inventory and government surplus assets – a wide variety of product categories). Most auction sites act as hosts for other businesses or individuals. • www.dovebid.com (global provider of capital asset auction, Generally the host of the website valuation, redeployment, and management services). organizes the site, provides • www.elance.com (focuses on services. You can search for a service product information, displays provider by category or post your project and receive proposals the product and processes from service providers). payments online. A fee is charged Sources: Index of the web.com www.indexoftheweb.com/Shopping/Auctions.htm to list the product or service and/ www.emarketservices.com, http://www.e-bc.ca/pages/resources/internet-auctions.php or a commission is taken on each completed sale. -
Collusion and Equilibrium Selection in Auctions∗
Collusion and equilibrium selection in auctions∗ By Anthony M. Kwasnica† and Katerina Sherstyuk‡ Abstract We study bidder collusion and test the power of payoff dominance as an equi- librium selection principle in experimental multi-object ascending auctions. In these institutions low-price collusive equilibria exist along with competitive payoff-inferior equilibria. Achieving payoff-superior collusive outcomes requires complex strategies that, depending on the environment, may involve signaling, market splitting, and bid rotation. We provide the first systematic evidence of successful bidder collusion in such complex environments without communication. The results demonstrate that in repeated settings bidders are often able to coordinate on payoff superior outcomes, with the choice of collusive strategies varying systematically with the environment. Key words: multi-object auctions; experiments; multiple equilibria; coordination; tacit collusion 1 Introduction Auctions for timber, automobiles, oil drilling rights, and spectrum bandwidth are just a few examples of markets where multiple heterogeneous lots are offered for sale simultane- ously. In multi-object ascending auctions, the applied issue of collusion and the theoretical issue of equilibrium selection are closely linked. In these auctions, bidders can profit by splitting the markets. By acting as local monopsonists for a disjoint subset of the objects, the bidders lower the price they must pay. As opposed to the sealed bid auction, the ascending auction format provides bidders with the -
English Versus Vickrey Auctions with Loss Averse Bidders
English versus Vickrey Auctions with Loss Averse Bidders Jonas von Wangenheim School of Business & Economics Discussion Paper Economics 2019/1 English versus Vickrey Auctions with Loss Averse Bidders∗ Jonas von Wangenheimyz December 19, 2018 Abstract Evidence suggests that people evaluate outcomes relative to expecta- tions. I analyze this expectation-based loss aversion [K}oszegiand Rabin (2006, 2009)] in the context of dynamic and static auctions, where the ref- erence point is given by the (endogenous) equilibrium outcome. If agents update their reference point during the auction, the arrival of informa- tion crucially affects equilibrium behavior. Consequently, I show that| even with independent private values|the Vickrey auction yields strictly higher revenue than the English auction, violating the well known revenue equivalence. Thus, dynamic loss aversion offers a novel explanation for empirically observed differences between these auction formats. Keywords: Vickrey auction, English auction, expectation-based loss aver- sion, revenue equivalence, dynamic loss aversion, personal equilibrium JEL classification: D03, D44 ∗I thank Yves Breitmoser, Fran¸coiseForges, Matthias Hammer, Paul Heidhues, Radosveta Ivanova-Stenzel, Johannes Johnen, Thomas Mariotti, Antonio Rosato, Thomas Schacherer, Ran Spiegler, Roland Strausz, and Georg Weizs¨acker for helpful comments, as well as participants at the 11th World Congress of the Econometric Society (Montreal), the 2015 EEA conference (Mannheim), the Applied Theory Workshop at Toulouse School of Economics, the 2016 EARIE conference (Lisbon), the CRC conference in Berlin, the ZEW Research Seminar, and the 2017 Annual Conference of the Verein f¨urSocialpolitik (Vienna). I gratefully acknowledge financial support of the German Research Foundation through CRC TRR 190 and RTG 1659. -
GAF: a General Auction Framework for Secure Combinatorial Auctions
GAF: A General Auction Framework for Secure Combinatorial Auctions by Wayne Thomson A thesis submitted to the Victoria University of Wellington in fulfilment of the requirements for the degree of Master of Science in Computer Science. Victoria University of Wellington 2013 Abstract Auctions are an economic mechanism for allocating goods to interested parties. There are many methods, each of which is an Auction Protocol. Some protocols are relatively simple such as English and Dutch auctions, but there are also more complicated auctions, for example combinatorial auctions which sell multiple goods at a time, and secure auctions which incorporate security solutions. Corresponding to the large number of pro- tocols, there is a variety of purposes for which protocols are used. Each protocol has different properties and they differ between how applicable they are to a particular domain. In this thesis, the protocols explored are privacy preserving secure com- binatorial auctions which are particularly well suited to our target domain of computational grid system resource allocation. In grid resource alloca- tion systems, goods are best sold in sets as bidders value different sets of goods differently. For example, when purchasing CPU cycles, memory is also required but a bidder may additionally require network bandwidth. In untrusted distributed systems such as a publicly accessible grid, secu- rity properties are paramount. The type of secure combinatorial auction protocols explored in this thesis are privacy preserving protocols which hide the bid values of losing bidder’s bids. These protocols allow bidders to place bids without fear of private information being leaked. With the large number of permutations of different protocols and con- figurations, it is difficult to manage the idiosyncrasies of many different protocol implementations within an individual application.