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Year of publication
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Free 31 Undetermined 24
Type of publication
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Book / Working Paper 281
Language
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Undetermined 260 English 19 German 2
Author
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Mark Rubinstein. 24 Nils H. Hakansson. 18 Hayne E. Leland. 15 David H. Pyle. 12 Gennotte, Gerard 8 Hayne Leland. 8 He, Hua 8 James A. Wilcox. 7 Rosenberg, Barr 7 Ehud I. Ronn. 6 Grauer, Robert R. 6 Barr Rosenberg. 5 Connor, Gregory 5 Richard C. Grinold. 5 Richard K. Lyons. 5 Avinash K. Verma. 4 Hua He. 4 Mark B. Garman. 4 Matthew Spiegel. 4 Ronn, Ehud I. 4 Steven E. Plaut. 4 Alan Jung. 3 Beja, Avraham 3 David M. Modest. 3 Gordon Pye. 3 Hakansson, Nils H. 3 James A. Ohlson. 3 James R. F. Guy. 3 James W. Hoag. 3 Jens Carsten Jackwerth. 3 Klaus Bjerre Toft. 3 Lemma W. Senbet. 3 Mark Latham. 3 Michael P. Ross. 3 Peek, Joe 3 Pyle, David H. 3 Robert R. Grauer. 3 Stan Beckers. 3 Andrew Rudd. 2 Avi Bick. 2
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Institution
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Department of Economics, University of California-Berkeley 281
Published in...
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Research Program in Finance Working Papers 281
Source
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RePEc 281
Showing 11 - 20 of 281
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Dynamic Optimal Risk Management and Dividend Policy under Optimal Capital Structure and Maturity.
Michael P. Ross. - Department of Economics, University of California-Berkeley - 1998
This paper examines the interaction between a firm's volatility and dividend policies and capital structure and maturity policies. The firm is permitted to costlessly and continuously select any asset volatility and dividend yield, within bounds. Simple and intuitive rules are derived for the...
Persistent link: https://www.econbiz.de/10005512097
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Applying the Grinblatt-Titman and the Conditional (Ferson-Schadt) Performance Measures: The Case of Industry Rotation Via the Dynamic Investment Model.
Grauer, Robert R.; Nils H. Hakansson. - Department of Economics, University of California-Berkeley - 1998
Nearly any standard financial model concludes that two assets with identical cash flows must sell for the same price. Alas, closed-end mutual fund company share prices seem to violate this fundamental tenant. Even when one considers several standard frictions, such as taxes and agency costs,...
Persistent link: https://www.econbiz.de/10005476249
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Search Costs: The Neglected Spread Component.
Koedijk, Mark D. Flood Ronald Huisman Kees G.; Richard … - Department of Economics, University of California-Berkeley - 1998
Dealers need to search for quotes in many of the world's largest markets (such as spot foreign exchange, US government bonds, and the London Stock Exchange). This search affects trading cost. We estimate the share of total trading cost attributable to search. Our experiments show that the share...
Persistent link: https://www.econbiz.de/10005476255
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Agency Costs, Risk Management, and Capital Structure.
Hayne E. Leland. - Department of Economics, University of California-Berkeley - 1998
The joint determination of capital structure and investment risk is examined. Optimal capital structure reflects both the tax advantages of debt less default costs (Modigliani-Miller), and the agency costs resulting from asset substitution (Jensen-Meckling). Agency costs restrict leverage and...
Persistent link: https://www.econbiz.de/10005476292
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Valuation and Return Dynamics of New Ventures.
Green, Jonathan B. Berk Richard C.; Vasant Naik. - Department of Economics, University of California-Berkeley - 1998
We develop and analyze a model of a multi-stage investment project that captures many features of R&D; ventures and start-up companies. An important feature these problems share is that the firm learns about the potential profitability of the project throughout its life, but that "technical...
Persistent link: https://www.econbiz.de/10005476306
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Corporate Hedging: What, Why and How?
Michael P. Ross. - Department of Economics, University of California-Berkeley - 1998
This paper explores the rationale for corporate risk management. Following Smith and Stulz (1985) and Mayers and Smith (1987), the assumption is made that firms can contractually commit to bondholders to maintain a particular risk management policy, or asset volatility. With that as a starting...
Persistent link: https://www.econbiz.de/10005649644
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Predicting Excess Returns with Public and Insider Information: The Case of Thrift Conversions.
Wilcox, James A.; Zane D. Williams. - Department of Economics, University of California-Berkeley - 1998
We hypothesize that mutual thrifts often converted to stock ownership when the returns to conversion were predicted to be high. We show that excess returns on the initial public offerings (IPOs) of thrift conversions during the 1990s were predictable with publicly available data. The same...
Persistent link: https://www.econbiz.de/10005157479
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Pricing Derivatives the Martingale Way.
Keirstead, Pierre Collin Dufresne William; Michael P. Ross. - Department of Economics, University of California-Berkeley - 1998
In recent years results from the theory of martingales has been successfully applied to problems in financial economics. In the present paper we show how efficient and elegant this "martingale technology" can be when solving for complex options. In particular we provide closed form solutions for...
Persistent link: https://www.econbiz.de/10005292430
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Derivatives Performance Attribution.
Mark Rubinstein. - Department of Economics, University of California-Berkeley - 1997
This paper shows how to decompose the dollar profit earned from an option into two basic components: 1) mispricing of the option relative to the asset at the time of purchase, and 2) profit from subsequent fortuitous changes or mispricing of the underlying asset. This separation hinges on...
Persistent link: https://www.econbiz.de/10005512078
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Edgeworth Binomial Trees.
Mark Rubinstein. - Department of Economics, University of California-Berkeley - 1997
This paper develops a simple technique for valuing European and American derivatives with underlying asset risk-neutral returns which depart from lognormal in terms of prespecified non-zero skewness and greater-than-three kurtosis. Instead of specifying the entire risk-neutral distribution by...
Persistent link: https://www.econbiz.de/10005512101
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