246 research outputs found

    Components of Grain Futures Price Volatility

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    We analyze the determinants of daily futures price volatility in corn, soybeans, wheat, and oats markets from 1986 to 2007. Combining the information from simultaneously traded contracts, a generalized least squares method is implemented that allows us to clearly distinguish among time-to-delivery effects, seasonality, calendar trend, and volatility persistence. We find strong evidence of time-to-delivery (Samuelson) effects and systematic seasonal components with volatility increasing prior to harvest times— an indirect confirmation of the theory of storage.futures markets, Samuelson effect, seasonality, time to maturity, volatility, Crop Production/Industries, Risk and Uncertainty,

    Volatility Persistence in Commodity Futures:Inventory and Time-to-Delivery Effects

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    Most financial asset returns exhibit volatility persistence. We investigate this phenomenon in the context of daily returns in commodity futures markets. We show that the time gap between the arrival of news to the markets and the delivery time of futures contracts is the fundamental variable in explaining volatility persistence in the lumber futures market. We also find an inverse relationship between inventory levels and lumber futures volatility.volatility persistence, theory of storage, volatility, futures markets, lumber, Agricultural Finance,

    Do Inventory and Time-to-Delivery Effects Vary Across Futures Contracts? Insights from a Smoothed Bayesian Estimator

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    Replaced with revised version of paper 07/15/08.volatility, theory of storage, futures markets, Bayesian econometrics, lumber, Marketing,

    Does Futures Price Volatility Differ Across Delivery Horizon?

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    We study the difference in the volatility dynamics of CBOT corn, soybeans, and oats futures prices across different delivery horizons via the smoothed Bayesian estimator of Karali, Dorfman, and Thurman (2010). We show that the futures price volatilities in these markets are affected by the inventories, time to delivery, and the crop progress period. Some of these effects vary across delivery horizons. Further, it is shown that the price volatility is higher before the harvest starts in most of the cases compared to the volatility during the planting period. These results have implications for hedging, options pricing, and the setting of margin requirements.Bayesian econometrics, futures markets, seasonality, theory of storage, volatility, Agribusiness, Agricultural and Food Policy, Agricultural Finance, Consumer/Household Economics, Demand and Price Analysis, Farm Management, Financial Economics, Marketing, Research Methods/ Statistical Methods, Risk and Uncertainty,

    Circulation of Orhan Pamuk’s Benim Adim Kirmizi [my name is red] in contemporary Chinese-Indonesian literature

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    This article is an exploration of contemporary Turkish and Chinese-Indonesian literatures with regards to a mid to late 18th Century literary niche: the it-narrative. Thinking (noesis) back and forth between centuries and different literary genres makes (poiesis) the conversation possible, which addresses the socio-literary imagination of the last four centuries. The authors re- examine the genre of it-narrative outside 18th Century studies and reassess the encounter of Turkish author Orhan Pamuk and Chinese-Indonesian author Alberta Natasia Adji within the socio-cultural and historico-political context of modern Turkey and Indonesia. The question is how Pamuk’s use of prosopopoeia in his 1998 novel Benim Adım Kırmızı [My Name is Red] influences Adji’s decision to use the 18th Century it-narratives in her 2019 short story I am Her Bracelet

    Pulsating wave for mean curvature flow in inhomogeneous medium

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    We prove the existence and uniqueness of pulsating waves for the motion by mean curvature of an n-dimensional hypersurface in an inhomogeneous medium, represented by a periodic forcing. The main difficulty is caused by the degeneracy of the equation and the fact the forcing is allowed to change sign. Under the assumption of weak inhomogeneity, we obtain uniform oscillation and gradient bounds so that the evolving surface can be written as a graph over a reference hyperplane. The existence of an effective speed of propagation is established for any normal direction. We further prove the Lipschitz continuity of the speed with respect to the normal and various stability properties of the pulsating wave. The results are related to the homogenisation of mean curvature flow with forcing
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