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Bahattin Buyuksahin Economist, Ph.D.
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Commodity
Futures Trading Commission Office of the Chief Economist Contact Information1155 21st. St. NW |
The Role of Speculators in the Crude Oil Futures Markets
Is Speculation Destabilizing?
Fundamentals, Trader Activity and Derivative Pricing Abstract:
Commodities and Equities: 'A Market of One'? Abstract:
Amidst a sharp rise in commodity investing, many have asked whether commodities nowadays move in sync with traditional financial assets. We provide evidence that challenges this idea. Using dynamic correlation and recursive cointegration techniques, we find that the relation between the prices of, and the returns on, investable commodity and U.S. equity indices has not changed significantly in the last fifteen years. We also find no evidence of a secular increase in co-movement between the returns on commodity and equity investments during periods of extreme returns. Herding Among Large Speculative Traders in Futures Markets Abstract
We test the prevalence of herding
among
large speculative traders in futures markets by employing a unique
dataset from the U.S. CFTC on individual positions of these traders in
thirty-two futures markets covering 2002 - 2006. Using detailed trader
level data we test, for the first known time, whether herding exists
among hedge funds and other speculative traders, and whether the
herding serves to stabilize or destabilize market prices. While we find
some mild evidence of herding among hedge funds and other types of
speculators we conclude that the magnitude of herding by hedge funds
is, on average, similar to that found in equity market studies and that
this herding is not destabilizing.
Error Trades in Futures
Markets Abstract:
The increased dominance of electronic trading over open-outcry form of trading has called the attention of regulatory authorities on error trading policies, particularly since the process by which trades are cancelled can affect market integrity and users’ confidence in the markets. This study examines the effect of error trading on market integrity as well as price formation. Using data between 2000 and 2005, we analyze whether error trades affect the markets expectation of price, whether the composition of traders and types of trades change when an error occurs, whether certain traders trade more aggressively during an erroneous run up or run down and whether the market reacts to the later announcement of the error trade. We find evidence that the prices revert to normal quickly after an error takes place (before the exchange announces the error); we find that the composition of traders changes around the error (some types of traders limit their trading), and the types of orders placed changes (more market orders relative to limit orders) around the error episode. We have preliminary results on which category of trader initiates positions around an error that are consistent with a profitable or losing outcome. Do Price Limits Limit Price Discovery in the Presence of Options? Abstract:
We examine the effect of price limits on futures contracts where there exist options contracts on those futures that have no price limits. We establish that when options are trading, the futures price implied by put-call parity provides an accurate prediction of the unconstrained futures price. We also provide empirical evidence that futures trading volume decreases on limit hit days, and that some of this decline is effectively transferred to the options market. These facts suggest that price discovery shifts to the options market when limit hits occur on the futures market. We also document that the microstructure of the future's market on the next day is affected positively by the presence of options on limit days, as the presence of options lowers spreads and reduces intra-day price variability. In total, we find that options assist in price discovery in the presence of limits. An Information-Theoretic Approach for Image Reconstruction Abstract:
Often, we are faced with noisy data or images. At times, we have additional data that can be incorporated into our estimation or image reconstructions, but other times we just have the noisy (or blurry) image. In this work, we develop an information-theoretic (IT) estimation method for reconstructing blurry and noisy images. The resulting method extends (and builds on the foundations of) IT methods by further relaxing some of the underlying assumptions, uses minimal distributional assumptions, performs well (relative to current methods of estimation and image reconstruction), and uses all the available information (hard and soft data) efficiently. In other words, the IT framework discussed and developed here allows us to introduce different priors and other soft data into the estimation process while keeping the complexity of the estimation model to a minimum. In addition, to gain more precision, rather than estimating the signal as "point" estimates, we estimate the full distribution of each pixel. This method is computationally and statistically efficient. The same method also is used for estimating a large class of linear problems.
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