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  • Search: isPartOf:"Universität Zürich - Institut für Schweizerisches Bankwesen - w"
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Year of publication
Subject
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Swap 2 Fluktuation <Betriebswirtschaftslehre> 1 Konjunktur 1 Martingal 1 Martingale 1 Rendite 1 Volatilität 1 Welfarism 1 Wertpapieranlage 1 Wohlfahrt 1 asset 1
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Type of publication
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Book / Working Paper 3
Language
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English 3
Author
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Alvarez, Fernando 1 Jermann, Urban J. 1 Matache, Ana-Maria 1 Schoenbucher, Phillip J. 1 Valchev, Stoyan 1
Institution
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Institut für Schweizerisches Bankwesen <Zürich> 3 National Centre of Competence in Research North South <Bern> 3
Published in...
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Universität Zürich - Institut für Schweizerisches Bankwesen - w 3 Working Paper 3
Source
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USB Cologne (business full texts) 3
Showing 1 - 3 of 3
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Pricing Bermudan Swaptions in a Stochastic-Volatility LIBOR Market Model
Valchev, Stoyan; Matache, Ana-Maria - Institut für Schweizerisches Bankwesen <Zürich>; … - 2004
This paper introduces a time-inhomogeneous parameterization of the forward LIBOR volatilities and analyzes its implications for the valuation of Bermudan swaptions. The model approximates the actual term structure of volatilities with a curve from a given set defined by the parametric...
Persistent link: https://www.econbiz.de/10005858312
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Using asset prices to measure the cost of business cycles
Alvarez, Fernando; Jermann, Urban J. - Institut für Schweizerisches Bankwesen <Zürich>; … - 2003
We measure the cost of consumption fluctuations using an approach that does not require the specification of preferences and instead uses asset prices. We measure the marginal cost of consumption fluctuations, the per unit benefit of a marginal reduction in consumption fluctuations...
Persistent link: https://www.econbiz.de/10005858314
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A note on survival measures and the pricing of options on credit default swaps
Schoenbucher, Phillip J. - Institut für Schweizerisches Bankwesen <Zürich>; … - 2003
In this note the pricing of options on credit default swaps using the survival-measure -pricing technique is discussed. In particular, we derive amodification of the famous Black (1976) futures pricing formula which appliesto options on CDS, and show how other pricing formulae can be easily...
Persistent link: https://www.econbiz.de/10005858552
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