Search results for "Implied"

showing 7 items of 37 documents

Pricing of Forwards and Options in a Multivariate Non-Gaussian Stochastic Volatility Model for Energy Markets

2013

In Benth and Vos (2013) we introduced a multivariate spot price model with stochastic volatility for energy markets which captures characteristic features, such as price spikes, mean reversion, stochastic volatility, and inverse leverage effect as well as dependencies between commodities. In this paper we derive the forward price dynamics based on our multivariate spot price model, providing a very flexible structure for the forward curves, including contango, backwardation, and hump shape. Moreover, a Fourier transform-based method to price options on the forward is described.

TheoryofComputation_MISCELLANEOUSspread optionStatistics and Probability15A04Computer Science::Computer Science and Game TheoryFinancial economicsNormal backwardationImplied volatility01 natural sciences010104 statistics & probabilityEnergy marketVolatility swap0502 economics and businessEconometricsForward volatilitystochastic volatility0101 mathematicsMathematics050208 financeStochastic volatilityApplied Mathematics05 social sciencesContangosubordinatorforward pricing91G20Forward priceVolatility smile60H3060G1060G51Advances in Applied Probability
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European Option Pricing with Transaction Costs and Stochastic Volatility: an Asymptotic Analysis

2015

In this paper the valuation problem of a European call option in presence of both stochastic volatility and transaction costs is considered. In the limit of small transaction costs and fast mean reversion, an asymptotic expression for the option price is obtained. While the dominant term in the expansion it is shown to be the classical Black and Scholes solution, the correction terms appear at $O(\varepsilon^{1/2})$ and $O(\varepsilon)$. The optimal hedging strategy is then explicitly obtained for the Scott's model.

Transaction costAsymptotic analysisStochastic volatilityAsymptotic AnalysisApplied MathematicsStochastic VolatilityBlack–Scholes modelDynamical Systems (math.DS)Implied volatilityTransaction CostsFOS: Economics and businessOption Pricing; Stochastic Volatility; Transaction Costs; Asymptotic AnalysisValuation of optionstransaction costEconometricsMean reversionFOS: MathematicsCall optionPricing of Securities (q-fin.PR)Mathematics - Dynamical SystemsOption PricingSettore MAT/07 - Fisica MatematicaQuantitative Finance - Pricing of SecuritiesMathematics
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L?escrutini de la Batllia General de València durant la visita general de Pedro de la Gasca (1543-1545)

2019

Master?s Final Project is aimed at illustrating the situation that the general Bailiwick of València experienced within the firs half of the sixteenth century, starting from the reconstruction of the general visit process carried out by Pedro de la Gasca, as well as the consequences it implied for the institution.

UNESCO::HISTORIA0210-9093 553 Estudis: Revista de historia moderna 529735 2019 45 7107723 L?escrutini de la Batllia General de València durant la visita general de Pedro de la Gasca (1543-1545) Conca Alonsogeneral bailiffgeneral visitHeritage BoardJunta PatrimonialJosep Miguel Master?s Final Project is aimed at illustrating the situation that the general Bailiwick of València experienced within the firs half of the sixteenth centuryConsell Reial PatrimonialRevista de historia moderna 529735 2019 45 7107723 L?escrutini de la Batllia General de València durant la visita general de Pedro de la Gasca (1543-1545) Conca Alonso [0210-9093 553 Estudis]Royal Heritage Councilbatlle generalLluís Carròs de VilaragutPedro de la Gascaas well as the consequences it implied for the institution. Batllia generalLluís Carròs de Vilaragut 345 364:HISTORIA [UNESCO]starting from the reconstruction of the general visit process carried out by Pedro de la Gascavisita generalgeneral Bailiwick
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THE CARMA INTEREST RATE MODEL

2014

In this paper, we present a multi-factor continuous-time autoregressive moving-average (CARMA) model for the short and forward interest rates. This model is able to present an adequate statistical description of the short and forward rate dynamics. We show that this is a tractable term structure model and provides closed-form solutions to bond prices, yields, bond option prices, and the term structure of forward rate volatility. We demonstrate the capabilities of our model by calibrating it to a panel of spot rates and the empirical volatility of forward rates simultaneously, making the model consistent with both the spot rate dynamics and forward rate volatility structure.

Vasicek modelBond optionInterest rate model short rate forward rate term structure CARMA process bond pricing bond option pricing yield curve volatility curve calibrationImplied volatilityBond valuationShort-rate modelForward rateShort rateForward volatilityEconometricsEconomicsLIBOR market modelYield curveVolatility (finance)General Economics Econometrics and FinanceFinanceAffine term structure modelRendleman–Bartter modelMathematicsInternational Journal of Theoretical and Applied Finance
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Empirical Study on the Relationship between the Cross-Correlation among Stocks and the Stocks' Volatility Clustering

2013

In this paper we discuss univariate and multivariate statistical properties of volatility with the aim of understanding how these two aspects are interrelated. Specifically, we focus on the relationship between the cross-correlation among stock's volatilities and the volatility clustering. Volatility clustering is related to the memory property of the volatility time-series and therefore to its predictability. Our results show that there exists a relationship between the level of predictability of any volatility time-series and the amount of its inter-dependence with other assets. In all considered cases, the more the asset is linked to other assets, the more its volatility keeps memory of …

financial instruments and regulation socio-economic networks stochastic processes clustering techniquesVolatility clusteringStochastic volatilityFinancial models with long-tailed distributions and volatility clusteringVolatility swapForward volatilityEconometricsVolatility smileEconomicsImplied volatilityVolatility risk premiumSettore FIS/07 - Fisica Applicata(Beni Culturali Ambientali Biol.e Medicin)SSRN Electronic Journal
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In Search of Characters Without Signifiers

2022

This essay explores the question whether characters can exist without being signified in any way. If characters can exist trans-medially, independently of a particular form of signification or sign-vehicle, why not exist without any signification at all? What kind of existence would such a character have? And, paradoxically, what would examples look like? While the question at face value might appear logically invalid, I argue that at (or just beyond) the minimalist end of the character-representational spectrum, we find what might be called implied characters, that is, characters that are not in any way given, represented, named, or performed, but can only exist in the minds of their playe…

pelitpelaaminenLiterature and Literary Theorycharacterspelihahmotminimalist charactersgame charactersverkkopelitimplied charactersdigitaaliset pelit
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Umowa deweloperska – początek biegu terminu na stwierdzenie wad budynku

2021

W artykule rozważona jest kwestia, który moment/które momenty należałoby uznać za początek biegu terminu na stwierdzenie wad jednego z przedmiotów umowy deweloperskiej, tj. budynku. Aby problem ten prawidłowo przeanalizować, w opracowaniu została przyjęta następująca struktura. W ramach zagadnień wstępnych przedstawiono, co należałoby uznać za przedmiot umowy deweloperskiej, jak prawnie należałoby zakwalifikować umowę deweloperską oraz czym różni się termin na stwierdzenie wady od terminu na jej zgłoszenie. Następnie rozważono, kiedy zaczyna biec termin na stwierdzenie wad budynku. Opracowanie wieńczy krótkie podsumowanie

physical defectimplied warrantydeveloper agreementstwierdzenie wad budynkucommon propertybudynekbuildingnieruchomość wspólnawada fizycznafinding defects in a buildingumowa deweloperskarękojmiaNieruchomości@. Kwartalnik Ministerstwa Sprawiedliwości
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