Constructing a Market, Performing Theory: the Historical Sociology of a Financial Derivatives Exchange1

Total Page:16

File Type:pdf, Size:1020Kb

Constructing a Market, Performing Theory: the Historical Sociology of a Financial Derivatives Exchange1 Constructing a Market, Performing Theory: The Historical Sociology of a Financial Derivatives Exchange1 Donald MacKenzie University of Edinburgh Yuval Millo London School of Economics This analysis of the history of the Chicago Board Options Exchange explores the performativity of economics, a theme in economic so- ciology recently developed by Callon. Economics was crucial to the creation of financial derivatives exchanges: it helped remedy the drastic loss of legitimacy suffered by derivatives in the first half of the 20th century. Option pricing theory—a “crown jewel” of neo- classical economics—succeeded empirically not because it discov- ered preexisting price patterns but because markets changed in ways that made its assumptions more accurate and because the theory was used in arbitrage. The performativity of economics, however, has limits, and an emphasis on it needs to be combined with classic themes in economic sociology, such as Granovetterian embedding and the way in which exchanges can be cultures and moral com- munities in which collective action problems can be solved. INTRODUCTION The most challenging recent theoretical contribution to economic soci- ology is Callon’s (1998) assertion of the performativity of economics. The 1 We are extremely grateful to our interviewees, and to Emily Schmitz of the Chicago Board Options Exchange: without her help, this article could not have been written. Insightful comments on the first draft of the article were provided by Wayne Baker, Joe Doherty, Paul Draper, Richard DuFour, Irwin M. Eisen, John Hiatt, Esther-Mirjam Sent, Charles W. Smith, and the AJS reviewers. Financial support for our research came from Edinburgh University, the Interdisciplinary Research Collaboration on the Dependability of Computer-based Systems (U.K. Engineering and Physical Sciences Research Council grant GR/N13999), the Committee of Vice-Chancellors and Prin- cipals, and the Anglo-Jewish Association, and is being continued by a professorial ᭧ 2003 by The University of Chicago. All rights reserved. 0002-9602/2003/10901-0003$10.00 AJS Volume 109 Number 1 (July 2003): 107–145 107 This content downloaded from the British Library Management & Business Studies Portal. All use subject to Terms and conditions. American Journal of Sociology economy, Callon (1998, p. 30) writes, “is embedded not in society but in economics.” Economics does not describe an existing external “economy,” but brings that economy into being: economics performs the economy, creating the phenomena it describes.2 Sociology, Callon argues, is wrong to try to enrich economics’s calculative, self-interested agents. Such agents do exist, he suggests; sociology’s goal should be to understand how they are produced, and he claims that economics is key to their production. Not surprisingly, Callon’s argument has commanded considerable at- tention and has begun to attract sharp criticism. Thus, Daniel Miller defends classic economic sociology and anthropology in the tradition of Polanyi against Callon: “Contrary to his own claims, Callon’s work amounts to a defence of the economists’ model of a framed and abstracted market against empirical evidence that contemporary exchange rarely if ever works according to the laws of the market” (Miller 2002, p. 175). Empirical material for examination of these issues is less rich than might be wished. Most of the studies collected in Callon (1998) are not informed directly by performativity, and they and subsequent discussions such as Slater (2002) focus largely on accountancy and marketing. That these “economic” practices play a constitutive role in modern economies is easy to establish but not a novel assertion.3 The contributions of economists such as Faulhaber and Baumol (1988) to discussion of performativity have been missed in the sociological debate. The central case study of the performativity of economics in the narrower sense is the examination of the creation of a computerized strawberry market in the Loire by Garcia (1986), who demonstrates how a reasonable approximation to a “perfect market” was consciously constructed, in good part by the efforts of a functionary trained in neoclassical economics.4 Though a delightful study, it is limited in its scope and has not, for example, persuaded Miller (2002, p. 232) of the case for performativity. In this article, we explore performativity by examining one of high modernity’s central markets, the Chicago Board Options Exchange (CBOE). The CBOE opened in April 1973; it was one of the first two fellowship awarded to Donald MacKenzie by the UK Economic and Social Research Council. Permission to reprint figs. 1 and 2 was generously given by Blackwell Pub- lishers and by Jens Jackwerth and Mark Rubinstein. 2 The term “the performativity of economics” is based on the notion of a “performative utterance”: one that makes itself true by being uttered, as when an absolute monarch declares that someone is an “outlaw” (see Austin 1962; Barnes 1983). 3 As Callon (1998, p. 23) acknowledges, the claim that double-entry accounting is critical to the emergence of capitalism goes back to Weber, Sombart, and Schumpeter (see Carruthers and Espeland 1991). 4 Other broadly sociological case studies that raise the issue of the performativity of economics are Muniesa (2000a, 2000b) and Guala (2001). 108 This content downloaded from the British Library Management & Business Studies Portal. All use subject to Terms and conditions. Constructing a Market, Performing Theory modern financial derivatives exchanges (“derivatives” and other signifi- cant terms are defined in the glossary in table 1).5 The Chicago derivatives exchanges were the prototypes of a wave of successors—the London In- ternational Financial Futures Exchange (LIFFE), the Deutsche Termin- bo¨rse (DTB, now Eurex), and many others—and part of a process of liberalization that has transformed global markets. In 1970, financial de- rivatives were unimportant (no reliable figures for market size exist). By June 2000, the total notional amount of derivatives contracts outstanding worldwide was $108 trillion, the equivalent of $18,000 for every human being on earth.6 The CBOE is an appropriate site at which to look for performativity because it trades options, which have a special place in modern economics. The theory of option pricing developed by Black and Scholes (1973) and Merton (1973) was a crucial breakthrough that won the 1997 Nobel Prize for Scholes and Merton (Black died in 1995). This theory allowed refor- mulation of a host of issues such as business decisions and the valuation of corporate debt, and it became the central paradigm—in the full Kuhn- ian sense—of financial economics: “Most everything that has been de- veloped in modern finance since 1973 is but a footnote on the BSM [Black- Scholes-Merton] equation” (Taleb 1998, p. 35). Above all, option pricing theory enjoyed empirical success: “When judged by its ability to explain the empirical data, option pricing theory is the most successful theory not only in finance, but in all of economics” (Ross 1987, p. 332). The study of the CBOE thus allows the question of performativity to be given a precise formulation. Why was option pricing theory so suc- cessful empirically? Was it because of the discovery of preexisting price regularities? Or did the theory succeed empirically because participants used it to set option prices? Did it make itself true? As will be seen, the answer is broadly compatible with Callon’s analysis. The CBOE, how- ever, also demonstrates (even in a case favorable to the discovery of performativity) limits to the argument that homo œconomicus, though “not to be found in a natural state,” nevertheless “really does exist” (Callon 1998, p. 51). The very agents who performed option theory were not and did not become atomistic, amoral homines œconomici: if they had, they could not have constructed their market. So classic themes of economic sociology remain relevant, in particular Granovetter’s embeddedness and the views of markets as cultures, moral communities, and places of po- litical action (Granovetter 1985; White 2001; DiMaggio 1994; Abolafia 1996; Fligstein 2001). 5 The other, the Chicago Mercantile Exchange’s currency futures exchange, named the International Monetary Market (IMM), will also be discussed more briefly. 6 Data are from the Bank for International Settlements (http://www.bis.org). 109 TABLE 1 Terminology Term Meaning Arbitrageurs ............ Traders who seek to profit from price discrepancies. Black-Scholes ........... The canonical option pricing model, in which the underlying stock price follows a log-normal random walk. Call ...................... See option. Clearing ................. The process of registering and settling transactions. In Chicago, traders who are not members of an exchange’s clear- inghouse (which sets margin require- ments and becomes the counterparty to all transactions) have to clear via those who are. Cox-Ross-Rubinstein ... An option pricing model similar to Black- Scholes but based on a discrete-time random walk. Derivative ............... An asset, such as a future or option,the value of which depends on the price of another, “underlying” asset. Future ................... A standardized exchange-traded contract in which one party undertakes to buy, and the other to sell, a set quantity of an asset at a set price on a given future date. Implied volatility ....... The level of volatility of an asset consis- tent with the price of an option on the asset. Log normal ............. A variable is log-normally distributed if its natural logarithm is normally distributed. Margin .................. The sum (typically adjusted daily as prices change) that sellers of options or parties to a futures contract must deposit with the clearinghouse. Market maker .......... In the options market, a market partici- pant who trades on his/her own ac- count, is obliged continuously to quote prices at which he/she will buy and sell options, and is not permitted to execute customer orders. Open outcry ............. Trading by voice and/or hand signals within a fixed arena. This content downloaded from the British Library Management & Business Studies Portal.
Recommended publications
  • The Recovery Theorem
    The Recovery Theorem The MIT Faculty has made this article openly available. Please share how this access benefits you. Your story matters. Citation Ross, Steve. “The Recovery Theorem.” The Journal of Finance 70, no. 2 (April 2015): 615–48. As Published http://dx.doi.org/10.1111/jofi.12092 Publisher American Finance Association/Wiley Version Original manuscript Citable link http://hdl.handle.net/1721.1/99126 Terms of Use Creative Commons Attribution-Noncommercial-Share Alike Detailed Terms http://creativecommons.org/licenses/by-nc-sa/4.0/ The Recovery Theorem Journal of Finance forthcoming Steve Ross Franco Modigliani Professor of Financial Economics Sloan School, MIT Abstract We can only estimate the distribution of stock returns but from option prices we observe the distribution of state prices. State prices are the product of risk aversion – the pricing kernel – and the natural probability distribution. The Recovery Theorem enables us to separate these so as to determine the market’s forecast of returns and the market’s risk aversion from state prices alone. Among other things, this allows us to recover the pricing kernel, the market risk premium, the probability of a catastrophe, and to construct model free tests of the efficient market hypothesis. I want to thank the participants in the UCLA Finance workshop for their insightful comments as well as Richard Roll, Hanno Lustig, Rick Antle, Andrew Jeffrey, Peter Carr, Kevin Atteson, Jessica Wachter, Ian Martin, Leonid Kogan, Torben Andersen, John Cochrane, Dimitris Papanikolaou, William Mullins, Jon Ingersoll, Jerry Hausman, Andy Lo, Steve Leroy, George Skiadopoulos, Xavier Gabaix, Patrick Dennis, Phil Dybvig, Will Mullins, Nicolas Caramp, Rodrigo Adao, the referee and the associate editor and editor.
    [Show full text]
  • A Discrete-Time Approach to Evaluate Path-Dependent Derivatives in a Regime-Switching Risk Model
    risks Article A Discrete-Time Approach to Evaluate Path-Dependent Derivatives in a Regime-Switching Risk Model Emilio Russo Department of Economics, Statistics and Finance, University of Calabria, Ponte Bucci cubo 1C, 87036 Rende (CS), Italy; [email protected] Received: 29 November 2019; Accepted: 25 January 2020 ; Published: 29 January 2020 Abstract: This paper provides a discrete-time approach for evaluating financial and actuarial products characterized by path-dependent features in a regime-switching risk model. In each regime, a binomial discretization of the asset value is obtained by modifying the parameters used to generate the lattice in the highest-volatility regime, thus allowing a simultaneous asset description in all the regimes. The path-dependent feature is treated by computing representative values of the path-dependent function on a fixed number of effective trajectories reaching each lattice node. The prices of the analyzed products are calculated as the expected values of their payoffs registered over the lattice branches, invoking a quadratic interpolation technique if the regime changes, and capturing the switches among regimes by using a transition probability matrix. Some numerical applications are provided to support the model, which is also useful to accurately capture the market risk concerning path-dependent financial and actuarial instruments. Keywords: regime-switching risk; market risk; path-dependent derivatives; insurance policies; binomial lattices; discrete-time models 1. Introduction With the aim of providing an accurate evaluation of the risks affecting financial markets, a wide range of empirical research evidences that asset returns show stochastic volatility patterns and fatter tails with respect to the standard normal model.
    [Show full text]
  • Module Outline
    KEELE UNIVERSITY DEPARTMENT OF ECONOMICS ECO-30004 Options and Futures Contents: 1 Module 2 Aims and 3 Syllabus 4 Organisation 5 Reading and 6 Guidance Details Objectives and Assessment Resources and Feedback 1 Module Details: Module type: Principal Finance, Principal Management Science, Business Economics Session: 2007/08 Semester: Second Level: III CATS Credits: 15 Compulsory for: Principal Finance Pre-requisites: Asset Pricing Co-requisites: None Available to Socrates/Erasmus, exchange and visiting students: Yes Teaching and learning methods: Lectures/Classes (2 hours lectures and per week and one hour class per fortnight) Assessment method: Mixed (exam 80% and mid-term 20%) Hand-in Date: N/A Study time: 150 hours (of which approximately 20 hours lectures, 5 hours tutorials, 25 hours class preparation, 100 hours independent study) Module times: Tuesday 10.00-12.00 in CBA 0.060 Tutorial times: Tuesday 15.00-16.00, HORN-119; Tues 16.00-17.00, HORN-119; Thursday 10.00-11.00, CBA.0.005 and Friday 9.00-10.00 CBA.0.007. Weeks: 3, 4, 6, 8. Module coordinator: Prof. Tim Worrall Teaching staff: Karin Jõeveer and Tim Worrall Contact details: Karin Jõeveer: Room CBA.2.007, E-Mail [email protected]; Tim Worrall: Room CBA 2.021, E-Mail: [email protected]. Consultation times: KJ: Monday 2.30-4.30. TW: Thursday 11.30-12.30 and Friday 10.30-11.30. 2 Aims and Objectives: Aim of Module: The aim of the module is to introduce students to the market in derivative securities and to develop an understanding of the valuation of derivative securities Objectives of Module: This course deals with the valuation and hedging of options, forward contracts, swaps and other derivatives.
    [Show full text]
  • IC-27255; File No
    SECURITIES AND EXCHANGE COMMISSION 17 CFR Part 270 [Release No. IC-27255; File No. S7-06-06; File No. 4-512] RIN 3235-AJ51 Mutual Fund Redemption Fees AGENCY: Securities and Exchange Commission. ACTION: Proposed rule. SUMMARY: The Securities and Exchange Commission (“Commission” or “SEC”) is proposing amendments to the redemption fee rule we recently adopted. The rule, among other things, requires most open-end investment companies (“funds”) to enter into agreements with intermediaries, such as broker-dealers, that hold shares on behalf of other investors in so called “omnibus accounts.” These agreements must provide funds access to information about transactions in these accounts to enable the funds to enforce restrictions on market timing and similar abusive transactions. The Commission is proposing to amend the rule to clarify the operation of the rule and reduce the number of intermediaries with which funds must negotiate information-sharing agreements. The amendments are designed to address issues that came to our attention after we had adopted the rule, and are designed to reduce the costs to funds (and fund shareholders) while still achieving the goals of the rulemaking. DATES: Comments must be received on or before April 10, 2006. ADDRESSES: Comments may be submitted by any of the following methods: Electronic Comments: • Use the Commission’s Internet comment form (http://www.sec.gov/rules/proposed.shtml); or 2 • Send an e-mail to [email protected]. Please include File Number S7-06-06 on the subject line; or • Use the Federal eRulemaking Portal (http://www.regulations.gov). Follow the instructions for submitting comments.
    [Show full text]
  • (Very) Sophisticated Heuristics, Never the Black– Scholes–Merton Formula1
    Option traders use (very) sophisticated heuristics, never the Black– Scholes–Merton formula1 Espen Gaarder Haug & Nassim Nicholas Taleb Version November 2010 Abstract: Option traders use a heuristically derived pricing formula which they adapt by fudging and changing the tails and skewness by varying one parameter, the standard deviation of a Gaussian. Such formula is popularly called “Black– Scholes–Merton” owing to an attributed eponymous discovery (though changing the standard deviation parameter is in contra- diction with it). However, we have historical evidence that: (1) the said Black, Scholes and Merton did not invent any formula, just found an argument to make a well known (and used) formula compatible with the economics establishment, by removing the “risk” parameter through “dynamic hedging”, (2) option traders use (and evidently have used since 1902) sophisticated heuristics and tricks more compatible with the previous versions of the formula of Louis Bachelier and Edward O. Thorp (that allow a broad choice of probability distributions) and removed the risk parameter using put-call parity, (3) option traders did not use the Black–Scholes–Merton formula or similar formulas after 1973 but continued their bottom-up heuristics more robust to the high impact rare event. The paper draws on historical trading methods and 19th and early 20th century references ignored by the finance literature. It is time to stop using the wrong designation for option pricing. 1 Thanks to Russ Arbuthnot for useful comments. Electronic copy available at: http://ssrn.com/abstract=1012075 THE BLACK-SCHOLES-MERTON “FORMULA” WAS AN BREAKING THE CHAIN OF TRANSMISSION ARGUMENT For us, practitioners, theories should arise from Option traders call the formula they use the “Black- practice2.
    [Show full text]
  • Mark Rubinstein
    Rational Markets: Yes or No? The Affirmative Case† Mark Rubinstein Paul Stephens Professor of Applied Investment Analysis University of California, Berkeley June 3, 2000 Abstract This paper presents the logic behind the increasingly neglected proposition that prices set in developed financial markets are determined as if all investors are rational. It contends that realistically, market rationality needs to be defined so as to allow investors to be uncertain about the characteristics of other investors in the market. It also argues that investor irrationality, to the extent it affects prices, is particularly likely to be manifest through overconfidence, which in turn is likely to make the market in an important sense too efficient, rather than less efficient, in reflecting information. To illustrate, the paper ends by re-examining some of the most serious evidence against market rationality: excess volatility, the risk premium puzzle, the size anomaly, calendar effects and the 1987 stock market crash. †I would like to thank the UC Berkeley Finance Group, who prepped me at several “research lunches” prior to the debate described in this paper, in particular, Jonathan Berk and Greg Duffee who commented as well on the written version. Rational Markets: Yes or No? The Affirmative Case In November, 1999, at the program put on by the Berkeley Program in Finance at the Silvarado Country Club in California’s Napa Valley, I was charged with debating Richard Thaler, one of the founders of behavioral finance. The issue was: “Rational Markets: Yes or No?” It struck me then, as I tried to marshal the arguments in the affirmative, how far modern financial economics has come unstuck from its roots.
    [Show full text]
  • Managerial Responses to Incentives: Control of Firm Risk, Derivative Pricing Implications, and Outside Wealth Management
    Munich Personal RePEc Archive Managerial Responses to Incentives: Control of Firm Risk, Derivative Pricing Implications, and Outside Wealth Management Jackwerth, Jens Carsten and Hodder, James E. Universität Konstanz, University of Wisconsin-Madison 25 February 2008 Online at https://mpra.ub.uni-muenchen.de/11643/ MPRA Paper No. 11643, posted 19 Nov 2008 06:48 UTC Managerial Responses to Incentives: Control of Firm Risk, Derivative Pricing Implications, and Outside Wealth Management by James E. Hodder and Jens Carsten Jackwerth February 25, 2008 James Hodder is from the University of Wisconsin-Madison, Finance Department, School of Business, 975 University Avenue, Madison, WI 53706, Tel: 608-262-8774, Fax: 608-265-4195, [email protected]. Jens Jackwerth is from the University of Konstanz, Department of Economics, PO Box D-134, 78457 Konstanz, Germany, Tel.: +49-(0)7531-88-2196, Fax: +49-(0)7531-88-3120, [email protected]. We would like to thank David Brown, George Constantinides, Sanjiv Das, Jin-Chuan Duan, Günter Franke, Ken Kavajecz, Bob Jarrow, Mark Ready, and Mark Rubinstein for helpful comments on earlier versions of the paper. We also thank seminar participants at the 15th Annual Derivative Securities and Risk Management Conference, Arlington,VA; the 2006 Frontiers of Finance Conference, Bonaire; ISCTE, Lisbon; Hebrew University; Manchester University; Tel Aviv University; University of Wisconsin-Madison; and Warwick University. Managerial Responses to Incentives: Control of Firm Risk, Derivative Pricing Implications, and Outside Wealth Management Abstract We model a firm’s value process controlled by a manager maximizing expected utility from restricted shares and employee stock options. The manager also dynamically controls allocation of his outside wealth.
    [Show full text]
  • Curriculum Vitae Stephen A. Ross
    Curriculum Vitae Stephen A. Ross Stephen A. Ross is the Franco Modigliani Professor of Financial Economics at the MIT (Massachusetts Institute of Technology) Sloan School of Management. Previously, he was the Sterling Professor of Economics and Finance at Yale University for 13 years and a Professor for Economics and Finance at the Wharton School of the University of Pennsylvania from 1975 to 1977. Ross is a fellow of the Econometric Society and a member of the American Academy of Arts and Sciences, serving as an associate editor of several economics and finance journals. In 1988, he was president of the American Finance Association. Stephen A. Ross is the author of more than 100 peer-reviewed articles in economics and finance and co-author of the best-selling textbook Corporate Finance. Furthermore, he has further acted as advisor to the financial sector, major corporations, and government departments such as the U.S. Treasury, the Commerce Department, the Internal Revenue Service, and the Export-Import Bank of the United States. He holds a PhD in Economics from Harvard University. Stephen A. Ross’ wide range of research interests include the economics of uncertainty, corporate finance, decision theory, and financial econometrics. He is known for his fundamental contribution to modern financial economics. His models have changed and advanced practice profoundly. They are widely applied and standard in academia and the financial industry. Most notably, Stephen A. Ross is the inventor of the Arbitrage Pricing Theory, a cornerstone of modern asset pricing theory and the Theory of Agency, which is omnipresent not just in corporate finance but also in many other spheres of economics.
    [Show full text]
  • SEC Proposed Rule: Mutual Fund Redemption Fees; Release No. IC
    Federal Register / Vol. 71, No. 44 / Tuesday, March 7, 2006 / Proposed Rules 11351 Issued in Renton, Washington, on February Paper Comments Investment Company Act.4 We adopted 22, 2006. • the rule to help address abuses Michael J. Kaszycki, Send paper comments in triplicate associated with short-term trading of Acting Manager, Transport Airplane to Nancy M. Morris, Secretary, fund shares. Rule 22c–2 provides that if Directorate, Aircraft Certification Service. Securities and Exchange Commission, a fund redeems its shares within seven [FR Doc. E6–3227 Filed 3–6–06; 8:45 am] 100 F Street, NE., Washington, DC days,5 its board must consider whether 20549–9303. BILLING CODE 4910–13–P to impose a fee of up to two percent of All submissions should refer to File the value of shares redeemed shortly Number S7–06–06. This file number after their purchase (‘‘redemption fee’’).6 SECURITIES AND EXCHANGE should be included on the subject line The rule also requires such a fund to COMMISSION if e-mail is used. To help us process and enter into agreements with its review your comments more efficiently, intermediaries that provide fund 17 CFR Part 270 please use only one method. The management the ability to identify Commission will post all comments on investors whose trading violates fund [Release No. IC–27255; File No. S7–06–06; the Commission’s Internet Web site restrictions on short-term trading.7 File No. 4–512] (http://www.sec.gov/rules/ When we adopted rule 22c–2 last RIN 3235–AJ51 proposed.shtml). Comments are also March, we asked for additional available for public inspection and comment on (i) whether the rule should Mutual Fund Redemption Fees copying in the Commission’s Public include uniform standards for 8 AGENCY: Securities and Exchange Reference Room, 100 F Street, NE., redemption fees, and (ii) any problems Commission.
    [Show full text]
  • Looking Out, Locking In: Financial Models and the Social Dynamics of Arbitrage Disasters
    Looking Out, Locking In: Financial Models and the Social Dynamics of Arbitrage Disasters Daniel Beunza Department of Management London School of Economics [email protected] and David Stark Department of Sociology Columbia University [email protected] We are thankful to Michael Jensen, Katherine Kellogg, Jerry Kim, Bruce Kogut, Ko Kuwabara, David Ross, Susan Scott, Tano Santos, Stoyan Sgourev, Josh Whitford, Joanne Yates, Francesco Zirpoli and Ezra Zuckerman for comments on previous versions of the paper. Looking Out, Locking In: Financial Models and the Social Dynamics of Arbitrage Disasters Abstract This study analyzes the opportunities and dangers created by financial models. Through ethnographic observations in the derivatives trading room of a major investment bank, we found that traders use models in reverse to look out for possible errors in their financial estimates. We refer to this practice as reflexive modeling. The strength of reflexive modeling resides in leveraging the cognitive independence among dispersed, anonymous actors. But as our analysis demonstrates, it can also give rise to cognitive interdependence. When enough traders overlook a key issue, their positions send the wrong message to the rest of the market. The resulting lock-in leads to arbitrage disasters. Our analysis challenges behavioral finance by locating the root of systemic risk in the calculative tools used by the actors, rather than in their individual biases and limitations. 1 Looking out, locking in: Financial Models and the Social Dynamics of Arbitrage Disasters On June 12th, 2001 the European Commission stated its firm opposition to the planned merger between two Fortune 500 companies. The Commission’s ruling put an end to the proposed combination between General Electric and Honeywell International, initially announced in October 2000.
    [Show full text]
  • On the Accounting Valuation of Employee Stock Options
    On the Accounting Valuation of Employee Stock Options Mark Rubinstein† November 30, 1994 (published under the same title in Journal of Derivatives (Fall 1995)) Abstract In its Exposure Draft, "Accounting for Stock-based Compensation," FASB proposes that either the Black-Scholes or binomial option pricing model be used to expense employee stock options, and that the value of these options be measured on their grant date with typically modest ex-post adjustment. This brings the accounting profession squarely up against the Scylla of imposing too narrow a set rules that will force many firms to misstate considerably the value of their stock options and the Charybdis of granting considerable latitude which will increase non-comparability across financial statements of otherwise similar firms. This, of course, is a common tradeoff afflicting many rules for external financial accounting. It is not my intention to take a position on this issue, but merely to point out the inherent dangers in navigating between these twin perils. To examine this question, this paper develops a binomial valuation model which simultaneously takes into consideration the most significant differences between standard call options and employee stock options: longer maturity, delayed vesting, forfeiture, non-transferability, dilution, and taxes. The final model requires 16 input variables: stock price on grant date, stock volatility, stock payout rate, stock expected return, interest rate, option strike price, option years-to-expiration, option years-to-vesting, expected employee forfeiture rate, minimum and maximum forfeiture rate multipliers, employee's non-option wealth per owned option, employee's risk aversion, employee's tax rate, percentage dilution, and number of steps in the binomial tree.
    [Show full text]
  • Unobserved Performance of Hedge Funds
    A Service of Leibniz-Informationszentrum econstor Wirtschaft Leibniz Information Centre Make Your Publications Visible. zbw for Economics Agarwal, Vikas; Ruenzi, Stefan; Weigert, Florian Working Paper Unobserved performance of hedge funds CFR Working Paper, No. 20-07 Provided in Cooperation with: Centre for Financial Research (CFR), University of Cologne Suggested Citation: Agarwal, Vikas; Ruenzi, Stefan; Weigert, Florian (2020) : Unobserved performance of hedge funds, CFR Working Paper, No. 20-07, University of Cologne, Centre for Financial Research (CFR), Cologne This Version is available at: http://hdl.handle.net/10419/224486 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
    [Show full text]