MICROECONOMICS and POLICY ANALYSIS - U8213 Professor Rajeev H
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The Willingness to Pay, Accept, and Retire∗
The Willingness to Pay, Accept, and Retire∗ Philipp Schreiber,y Christoph Merkle,z Martin Weberx January 2016 Abstract Today's pay-as-you-go social security systems are put under pressure by increasing life ex- pectancy, the baby boomer generation entering retirement, and an early effective retirement age. In developed countries, many employees retire before reaching the full retirement age. Conduct- ing a large online experiment, we relate the retirement timing decision to the disparity between the willingness-to-accept (WTA) and the willingness-to-pay (WTP). Our results reveal that the framing of the decision problem strongly influences the reservation price for early retirement. The willingness-to-accept for early retirement is more than twice as high as the corresponding willingness-to-pay. Using actual values from the German social security system as market prices, we show that the presentation in a WTA frame can induce early retirement. In this frame, the implicit probability of retiring early increases by 30 percentage points. We also show that the disparity between WTA and WTP is correlated with loss aversion. Repeating the analysis in a representative household survey (German SAVE panel) we find similar results. JEL-Classification Codes: D03, D14, H55, J26 Keywords: Retirement Timing, Willigness-to-pay, Willigness-to-accept, Social Security. ∗We are grateful to the Frankfurter Allgemeine Zeitung for conducting the study with us. Intensive discussion with two journalists, Anne-Christin Sievers and Patrick Bernau, helped to considerably improve the questionnaire. We would also like to thank Sven Nolte for helpful comments. We further thank seminar participants at the University of Mannheim, participants of the IMEBESS 2014, Oxford, the Whitebox Advisors Graduate Student Conference 2014, Yale, the EF Conference 2014, Zuerich, and the German Finance Association 2014, Karlsruhe for valuable suggestions. -
Testing Neoclassical Competitive Market Theory in the Field
Testing neoclassical competitive market theory in the field John A. List* Agricultural and Resource Economics, University of Maryland, 2200 Symons Hall, College Park, MD 20742-5535 Communicated by Marc Nerlove, University of Maryland, College Park, MD, October 4, 2002 (received for review July 25, 2002) This study presents results from a pilot field experiment that tests terminates. One major difference between my experimental predictions of competitive market theory. A major advantage of design and Chamberlain’s design is that I allow for learning, this particular field experimental design is that my laboratory is the because subjects interact in multiple market periods. A more marketplace: subjects are engaged in buying, selling, and trading fundamental difference, of course, is that I am observing the activities whether I run an exchange experiment or am a passive behavior of agents who have endogenously chosen certain roles observer. In this sense, I am gathering data in a natural environ- within the market [such as being a buyer (nondealer) or seller ment while still maintaining the necessary control to execute a (dealer), intense or casual market participant, etc.]. A further clean comparison between treatments. The main results of the important characteristic of my field experiment is that I organize study fall into two categories. First, the competitive model predicts the four market treatments in a manner that allows me to explore reasonably well in some market treatments: the expected price and the role of buyer and seller experience on market outcomes: quantity levels are approximated in many market rounds. Second, treatment one includes randomly chosen buyers and randomly the data suggest that market composition is important: buyer and chosen sellers; a second treatment matches super-experienced seller experience levels impact not only the distribution of rents buyers with relatively inexperienced sellers; a third treatment but also the overall level of rents captured. -
Shill Bidding in English Auctions
Shill Bidding in English Auctions Wenli Wang Zoltan´ Hidvegi´ Andrew B. Whinston Decision and Information Analysis, Goizueta Business School, Emory University, Atlanta, GA, 30322 Center for Research on Electronic Commerce, Department of MSIS, The University of Texas at Austin, Austin, TX 78712 ¡ wenli [email protected] ¡ [email protected] [email protected] First version: January, 2001 Current revision: September 6, 2001 Shill bidding in English auction is the deliberate placing bids on the seller’s behalf to artificially drive up the price of his auctioned item. Shill bidding has been known to occur in auctions of high-value items like art and antiques where bidders’ valuations differ and the seller’s payoff from fraud is high. We prove that private- value English auctions with shill bidding can result in a higher expected seller profit than first and second price sealed-bid auctions. To deter shill bidding, we introduce a mechanism which makes shill bidding unprofitable. The mechanism emphasizes the role of an auctioneer who charges the seller a commission fee based on the difference between the winning bid and the seller’s reserve. Commission rates vary from market to market and are mathematically determined to guarantee the non-profitability of shill bidding. We demonstrate through examples how this mechanism works and analyze the seller’s optimal strategy. The Internet provides auctions accessible to the general pub- erature on auction theories, which currently are insufficient to lic. Anyone can easily participate in online auctions, either as guide online practices. a seller or a buyer, and the value of items sold ranges from a One of the emerging issues is shill bidding, which has become few dollars to millions. -
Game Theory 2021
More Mechanism Design Game Theory 2021 Game Theory 2021 Ulle Endriss Institute for Logic, Language and Computation University of Amsterdam Ulle Endriss 1 More Mechanism Design Game Theory 2021 Plan for Today In this second lecture on mechanism design we are going to generalise beyond the basic scenario of auctions|as much as we can manage: • Revelation Principle: can focus on direct-revelation mechanisms • formal model of direct-revelation mechanisms with money • incentive compatibility of the Vickrey-Clarke-Groves mechanism • other properties of VCG for special case of combinatorial auctions • impossibility of achieving incentive compatibility more generally Much of this is also (somewhat differently) covered by Nisan (2007). N. Nisan. Introduction to Mechanism Design (for Computer Scientists). In N. Nisan et al. (eds.), Algorithmic Game Theory. Cambridge University Press, 2007. Ulle Endriss 2 More Mechanism Design Game Theory 2021 Reminder Last time we saw four auction mechanisms for selling a single item: English, Dutch, first-price sealed-bid, Vickrey. The Vickrey auction was particularly interesting: • each bidder submits a bid in a sealed envelope • the bidder with the highest bid wins, but pays the price of the second highest bid (unless it's below the reservation price) It is a direct-revelation mechanism (unlike English and Dutch auctions) and it is incentive-compatible, i.e., truth-telling is a dominant strategy (unlike for Dutch and FPSB auctions). Ulle Endriss 3 More Mechanism Design Game Theory 2021 The Revelation Principle Revelation Principle: Any outcome that is implementable in dominant strategies via some mechanism can also be implemented by means of a direct-revelation mechanism making truth-telling a dominant strategy. -
Introduction to Auctions Protocols Revenue and Optimal Auctions Common Value Auctions
Auctions Kate Larson Introduction Auction Protocols Common Auction Introduction to Auctions Protocols Revenue and Optimal Auctions Common Value Auctions Vulnerabilities Kate Larson in Auctions Beyond Single Cheriton School of Computer Science Item Auctions University of Waterloo Summary Outline Auctions Kate Larson 1 Introduction Introduction Auction Protocols 2 Auction Protocols Common Auction Protocols Common Auction Protocols Revenue and Optimal Auctions Common Value Revenue and Optimal Auctions Auctions Common Value Auctions Vulnerabilities in Auctions Beyond Single 3 Vulnerabilities in Auctions Item Auctions Summary 4 Beyond Single Item Auctions 5 Summary Auctions Auctions Kate Larson Methods for allocating goods, tasks, resources,... Introduction Participants Auction auctioneer Protocols Common Auction bidders Protocols Revenue and Optimal Auctions Enforced agreement between auctioneer and the Common Value Auctions winning bidder(s) Vulnerabilities in Auctions Easily implementable (e.g. over the Internet) Beyond Single Conventions Item Auctions Summary Auction: one seller and multiple buyers Reverse auction: one buyer and multiple sellers Todays lecture will discuss the theory in the context of auctions, but this applies to reverce auctions as well (at least in 1-item settings). Auction Settings Auctions Kate Larson Introduction Private value: the value of the good depends only on Auction the agent’s own preferences Protocols e.g a cake that is not resold of showed off Common Auction Protocols Revenue and Common value: an agent’s value of an item is Optimal Auctions Common Value determined entirely by others’ values (valuation of the Auctions item is identical for all agents) Vulnerabilities in Auctions e.g. treasury bills Beyond Single Item Auctions Correlated value (interdependent value): agent’s Summary value for an item dpends partly on its own preferences and partly on others’ value for it e.g. -
Reverse Live Auction for Bidder
Process for Reverse Live Auction What is Reverse Live Auction? Reverse Live Auction (RLA) implemented in the Chhattisgarh State Power Companies uses Supplier Relationship Management (SRM) module of SAP (globally Known ERP). RLA provides a real-time environment which drives bottom-line results significantly by putting suppliers into direct competition with each other. Transaction type “English Auction” is used in RLA which works on principal “New Bid Must Beat Overall Best Bid”. RLA have the provision of setting up the auction with automatic extensions that is if the bid is submitted within few minutes/seconds of the auction end time. The auction end time will automatically get extended, based on the timing parameters fixed by purchaser. Automatic Extension of end time in RLA is based on below given 3 parameters defined by Purchaser and also visible to bidders once the RLA is published: • Remaining Time Trigger: This field refers to the duration of time (minutes), before which Reverse Live Auction is programmed to end, if a new bid is placed within this time duration, the RLA will be extended with specified time (Extension Period). • Extension Period: The span of time (hours or minutes) by which the system extends an RLA, if a bid is received during “Remaining Time Trigger” period. • Number of Extensions: This field depicts the maximum number of times by which an auction can be extended automatically. Process for Reverse Live Auction Please follow the below given steps to configure Java to run the “Live Auction Cockpit” in case the Application is blocked by JAVA: 1. Go to Control Panel > Double click on JAVA to open. -
The Ability of Dutch Foreclosure Auctions in Maximizing Seller Revenue
The ability of Dutch foreclosure auctions in maximizing seller revenue Why Dutch foreclosure auction prices fall short of the market price Martijn Duijster 0475211 Group 2 Finance, semester 2, 2013-2014 17-7-2014 Bachelor thesis Economics and Business - specialization Finance and Organization Sander Onderstal Faculty of Economics and Business University of Amsterdam Index Abstract 3 1. Introduction 3 2. Dutch real estate auctions 4 3. Literature review 6 3.1. Types of auctions 6 3.2. The revenue equivalence results 8 3.3. Violations of the revenue equivalence result assumption 8 3.3.1. Information asymmetry 9 3.3.2. Competition 10 3.3.3. Bidder affiliation and the winner’s curse 11 4. Hypotheses 12 5. Research method 13 6. Results 15 6.1.. Explanation of the results 17 6.1.1. Information asymmetry 17 6.1.2. Competition 18 6.1.3 Solutions to improve competition 18 6.1.4. Transaction costs 19 6.1.5 Conflicts of interest between seller and owner 21 7. Conclusion 22 References 24 Appendices 26 2 Abstract The revenues in Dutch foreclosure auctions are compared to the market values of the properties. The discount rate is calculated which states the difference between the auction price and the market price. Foreclosure auctions in the Netherlands fail to receive an auction price close to the market price; the average discount rate with auction cost included in the auction price is about 20% and the discount rate when auction costs are excluded is about 27%. Asymmetric information, lack of competition, transaction costs and conflicts of interest may be attributable to this price gap. -
Auction Theory
Auction Theory Jonathan Levin October 2004 Our next topic is auctions. Our objective will be to cover a few of the main ideas and highlights. Auction theory can be approached from different angles – from the perspective of game theory (auctions are bayesian games of incomplete information), contract or mechanism design theory (auctions are allocation mechanisms), market microstructure (auctions are models of price formation), as well as in the context of different applications (procure- ment, patent licensing, public finance, etc.). We’re going to take a relatively game-theoretic approach, but some of this richness should be evident. 1 The Independent Private Value (IPV) Model 1.1 A Model The basic auction environment consists of: Bidders i =1,...,n • Oneobjecttobesold • Bidder i observes a “signal” Si F ( ), with typical realization si • [s, s], and assume F is continuous.∼ · ∈ Bidders’ signals S1,...,Sn are independent. • Bidder i’s value vi(si)=si. • Given this basic set-up, specifying a set of auction rules will give rise to a game between the bidders. Before going on, observe two features of the model that turn out to be important. First, bidder i’s information (her signal) is independent of bidder j’s information. Second, bidder i’s value is independent of bidder j’s information – so bidder j’s information is private in the sense that it doesn’t affect anyone else’s valuation. 1 1.2 Vickrey (Second-Price) Auction In a Vickrey, or second price, auction, bidders are asked to submit sealed bids b1,...,bn. The bidder who submits the highest bid is awarded the object, and pays the amount of the second highest bid. -
English and Vickrey Auctions
CHAPTER ONE English and Vickrey Auctions I describe a bit of the history of auctions, the two pairs of standard auction forms, and the ideas of dominance and strategic equivalence. 1.1 Auctions It is hard to imagine modern civilization without buying and selling, which make possible the division of labor and its consequent wealth (Smith, 1776). For many common and relatively inexpensive commodi ties, the usual and convenient practice at the retail level, in the West anyway, is simply for the seller to post a take-it-or-leave-it price, and for the prospective buyer to choose what to buy and where to buy it, perhaps shopping for favorable prices. I haven’t tried haggling over price at a Wal-Mart, but I can’t imagine it would get me very far. For some big-ticket items, however, like houses and cars, haggling and counteroffers are expected, even in polite society, and bargaining can be extended over many rounds. In some cultures, haggling is the rule for almost all purchases. A third possibility, our subject here, is the auction, where many prospective buyers compete for the opportunity to purchase items, either simultaneously, or over an extended period of time. The main attraction of the auction is that it can be used to sell things with more or less uncertain market value, like a tractor in a farmer’s estate, a manufacturer’s overrun of shampoo, or the final working copy of Beethoven’s score for his Ninth Symphony (see fig. 1.1). It thus promises to fetch as high a price as possible for the seller, while at the same time offering to the buyer the prospect of buying items at bargain prices, or perhaps buying items that would be difficult to buy in any other way. -
Experiments, and the Classical Theory of Price Formation Vernon L
Neoclassical Supply and Demand, Experiments, and the Classical Theory of Price Formation Vernon L. Smith Chapman University (based on joint work with Sabiou M. Inoua) CUNY Department of Economics November 3, 2020 Orientation: Classical economic representation of agents (buyers and sellers) in markets: Commodity space is discrete; transactions involve single units. (Think of a shopping basket with 1 qt. milk, # bacon, jar olives, box of cereal…our model allows but does not require multiple units.) Buyers each value a unit of a good, measured by the maximum amount of money they are willingness to pay for it. In aggregate, think of buyers defined by a distribution function values, v = d (Q); sellers each have minimum willingness to accept c = s (Q); d is non-increasing (order property of a DF); similarly s (Q) is non- decreasing. Price is not in these DFs because P has not yet been found by “higgling and bargaining” in the market. WHAT THIS TALK IS ABOUT *Role of experiments in discovering the failure of the neoclassical MU paradigm to predict experimental outcomes. *Revisiting classical value theory, i.e., the price formation discovery process as viewed by classical economists. *Formalizing the content of classical value theory PART I: DISCOVERING THE FAILURES OF NEOCLASSICAL MU ECONOMICS VIA EXPERIMENTS Characteristics of early market experiments • Small numbers • Each subject assigned one unit (or a few) • DA (oral outcry) trading rules (exogenous to economics) • Private decentralized value/cost information • Zero public information • Subjects Naïve in Economics • Prices unexpectedly converged to approximate a S&D clearing price, a point or set of points pre-defined in the experiments. -
A Probabilistic Approach to Pricing a Bundle of Products Or Services Author(S): R
A Probabilistic Approach to Pricing a Bundle of Products or Services Author(s): R. Venkatesh and Vijay Mahajan Reviewed work(s): Source: Journal of Marketing Research, Vol. 30, No. 4 (Nov., 1993), pp. 494-508 Published by: American Marketing Association Stable URL: http://www.jstor.org/stable/3172693 . Accessed: 07/11/2011 11:11 Your use of the JSTOR archive indicates your acceptance of the Terms & Conditions of Use, available at . http://www.jstor.org/page/info/about/policies/terms.jsp JSTOR is a not-for-profit service that helps scholars, researchers, and students discover, use, and build upon a wide range of content in a trusted digital archive. We use information technology and tools to increase productivity and facilitate new forms of scholarship. For more information about JSTOR, please contact [email protected]. American Marketing Association is collaborating with JSTOR to digitize, preserve and extend access to Journal of Marketing Research. http://www.jstor.org R. VENKATESHand VIJAYMAHAJAN* The authors propose a probabilistic approach to optimally price a bundle of products or services that maximizes seller's profits. Their focus is on situations in which consumer decision making is on the basis of multiple criteria. For model de- velopment and empirical investigation they consider a season ticket bundle for a series of entertainment performances such as sports games and music/dance con- certs. In this case, they assume consumer purchase decisions to be a function of two independent resource dimensions, namely, available time to attend performances and reservation price per performance. Using this information, the model suggests the optimal prices of the bundle and/or components (individual performances), and corresponding maximum profits under three alternative strategies: (a) pure com- ponents (each performance is priced and offered separately), (b) pure bundling (the performances are priced and offered only as a bundle), and (c) mixed bundling (both the bundle and the individual performances are priced and offered sepa- rately). -
The Optimal Reservation Value with Market Movements
The optimal reservation value with market movements Yunyi Zhang School of Management, Huazhong University of Science and Technology, Wuhan 430074, China [email protected] Pu Gong School of Management, Huazhong Univeristy of Science and Technology, Wuhan 430074, China [email protected] Abstraction Despite the topic of real estate liquidity has aroused wide attention and research, the relationship between reservation values and liquidity is still little known in terms of theory. This paper investigates the problem that a seller of a house considers auction as the main form of sale mechanism to price its reservation value based on the market conditions, the demand changes and the likelihood of successful sale. We measure market value movements and market liquidity, deriving the seller’s optimal price. Our results show that seller’s reservation value moves more slowly than bidders not only in the upward market but also in the downward market. Meanwhile, market liquidity is greater in the upward market than in the downward market. In addition, the influencing factors that seller’s reservation value changes with market also include the inherent value of house and the number of participants arrived. Keywords: pricing, an auction process, market movement INTRODUCTION The real estate market is an important one that receives much concern from industry and academia while liquidity is a key topic of real estate research. Comparing with a public market, liquidity in a private asset market is less. Hot real estate market exhibits a rising trend with greater trading volume and higher price than norm, and it is much easy to sell assets (greater liquidity).