ARBITRAGE IN SECURITIES MARKETS WITH SHORT-SALES CONSTRAINTS

In this paper we derive the implications of the absence of arbitrage in securities markets models where traded securities are subject to short-sales constraints and where the borrowing and lending rates differ. We show that a securities price system is arbitrage free if and only if there exists a numeraire and an equivalent probability measure for which the normalized (by the numeraire) price processes of traded securities are supermartingales. Also, the tightest arbitrage bounds that can be inferred on the price of a contingent claim without knowing agents'preferences are equal to its largest and smallest expected normalized payoff with respect to the supermartingale measures. In the case where the underlying security price follows a diffusion process and where short selling is possible but costly, we derive partial differential equations that must be satisfied by the arbitrage bounds on derivative securities prices, and we determine optimal hedging strategies. We compute the arbitrage bounds on common securities numerically for several values of the borrowing and short-selling costs and show that they can be quite sharp.     

THE EFFECT OF TRADING FUTURES ON SHORT SALE CONSTRAINTS

It is commonly believed that the trading of futures on a commodity enables the market to overcome short selling constraints on the spot commodity itself. This belief is embedded in the notion that trading strategies involving futures contracts enable traders to replicate the payoffs as if they were short the spot commodity. The purpose of this paper is to investigate this common belief in a general arbitrage‐free semimartingale financial model with trading in futures and a short selling prohibition on the spot commodity. We show via various examples that, in general, this common belief is incorrect. Furthermore, we provide a set of sufficient conditions, albeit very restrictive, under which the common belief is true.     

THE MEANING OF MARKET EFFICIENCY

Fama defined an efficient market as one in which prices always “fully reflect” available information. This paper formalizes this definition and provides various characterizations relating to equilibrium models, profitable trading strategies, and equivalent martingale measures. These various characterizations facilitate new insights and theorems relating to efficient markets. In particular, we overcome a well‐known limitation in tests for market efficiency, i.e., the need to assume a particular equilibrium asset pricing model, called the joint‐hypothesis or bad‐model problem. Indeed, we show that an efficient market is completely characterized by the absence of both arbitrage opportunities and dominated securities, an insight that provides tests for efficiency that are devoid of the bad‐model problem. Other theorems useful for both the testing of market efficiency and the pricing of derivatives are also provided.     

香港上市公司盈余公告日附近异常市场回报率研究

文章采用动态资产定价模型(conditional CAPM),避免了无风险收益率及市场风险回报率在期间可能变动的问题;研究结果并未发现盈余公告期间市场风险回报率的显著增长,却发现决定系数R2变小,这一点验证了公司公告发布日附近的期望收益更多的是由公司个别因素、而不是市场因素来决定的。同时,我们还发现异常回报率和公司规模之间的相对较弱的负相关性。     

The perceived effectiveness of democratic management,job performance,and citizenship behavior: evidence from a large Chinese state-owned petrochemical company

Democratic management, a unique union-based form of employee participation in China, is seldom studied in the employee participation literature. This paper investigates the associations between employees’ perceived democratic management effectiveness, employee job performance and organizational citizenship behavior (OCB), using 988 matching surveys of both workers and their supervisors in a state-owned petrochemical firm from the central region of China. We find that our measure of an employee’s perception of democratic management effectiveness is positively associated with an employee’s job performance and organizational citizenship behavior. However, the association between perceived democratic management effectiveness and employee performance is negative if the employee is a dispatch worker. Our interpretation of the findings suggests that an employee’s perception of democratic management effectiveness is a source of employee performance.     

The perceived effectiveness of democratic management,job performance,and citizenship behavior: evidence from a large Chinese state-owned petrochemical company

Democratic management, a unique union-based form of employee participation in China, is seldom studied in the employee participation literature. This paper investigates the associations between employees’ perceived democratic management effectiveness, employee job performance and organizational citizenship behavior (OCB), using 988 matching surveys of both workers and their supervisors in a state-owned petrochemical firm from the central region of China. We find that our measure of an employee’s perception of democratic management effectiveness is positively associated with an employee’s job performance and organizational citizenship behavior. However, the association between perceived democratic management effectiveness and employee performance is negative if the employee is a dispatch worker. Our interpretation of the findings suggests that an employee’s perception of democratic management effectiveness is a source of employee performance.     

The Costs of Arbitrage and Futures Market Trading Activity

Abstract Standardizing a futures contract’s specifications to enhance its transfer-ability is problematic for any commodity whose cash market adopts relational contracting procedures. Standardization implies the contract’s value cannot be completely determined by competitive arbitrage order flow, inhibiting the market’s price discovery function, and leaving the futures price susceptible to manipulation. These effects may result in the market’s failure. The model, based on the theory of storage, predicts that contracts with a higher spread-open position price volatility are more likely to contain a range of arbitrage indeterminacy, hence to experience difficulties in sustaining trading. The prediction is supported in an empirical examination of 104 US futures markets. The range of indeterminacy also increases the informational requirements of spread traders, reducing the effectiveness of spread arbitrage in maintaining the equilibrium intertemporal futures pricing relationship. Detailed evidence from 15 US contract markets demonstrates spread arbitrage is less effective in contract markets which subsequently fail.     

THE TWO FUNDAMENTAL THEOREMS OF ASSET PRICING FOR A CLASS OF CONTINUOUS‐TIME FINANCIAL MARKETS

The paper is concerned with the first and the second fundamental theorems of asset pricing in the case of nonexploding financial markets, in which the excess‐returns from risky securities represent continuous semimartingales with absolutely continuous predictable characteristics. For such markets, the notions of “arbitrage” and “completeness” are characterized as properties of the distribution law of the excess‐returns. It is shown that any form of arbitrage is tantamount to guaranteed arbitrage, which leads to a somewhat stronger version of the first fundamental theorem. New proofs of the first and the second fundamental theorems, which rely exclusively on methods from stochastic analysis, are established.     

OPTION PRICING USING THE TERM STRUCTURE OF INTEREST RATES TO HEDGE SYSTEMATIC DISCONTINUITIES IN ASSET RETURNS1

This paper demonstrates the use of term-structure-related securities in the design of dynamic portfolio management strategies that hedge certain systematic jump risks in asset return. Option pricing formulas based on the absence of arbitrage opportunities in this context are also developed. the analysis is for the case where assets returns are driven by a finite number of Brownian motions and an m-variate point process. the inclusion of :the additional traded assets in the term structure makes it possible to hedge systematic jumps imbedded in the m variate point process.     

Pricing by Arbitrage Under Arbitrary Information

A substantial applications literature on pricing by arbitrage has effectively restricted information to that arising solely from securities markets; return distributions are then governed solely by past prices. We reconsider pricing by arbitrage in markets rendered incomplete by arbitrary information, which, moreover, may influence required returns. We show that contingent claims depending solely on securities' normalized price histories are priced by arbitrage if and only if all risk-adjusted probabilities agree upon the law of primitive securities' normalized prices. We show how existing diffusion-based results can be preserved, and resolve an issue relating to Merton's (1973) stochastic interest rate model.     

The effects of Shariah board composition on Islamic equity indices' performance

Based on a sample of 54 Islamic indices over the period 2007–2014, we investigate the effect of Shariah board members' educational background on Islamic indices' risk and return characteristics via the screening criteria. Using a capital asset pricing model benchmark analysis, we assess the sensitivity of Islamic indices to their conventional peers in terms of beta and derive a measure of return (Jensen's alpha). First, we observe that the higher the number of members in common among the boards, the higher the risk–return profile of Islamic indices. Second, commonalities among board members lead to standardization of the screening criteria and to similar Islamic indices' performance. Third, we show that different betas across providers depend on the screening criteria, while the economic educational background of board members affects performance in terms of Jensen's alpha. Our study aims at contributing to the governance literature related to board composition and its importance as a possible driver of performance. In addition, given the impressive growth that Islamic finance has experienced during the last decade, this topic is of great interest to the asset management industry.     

OPTIMAL PORTFOLIOS WITH LOWER PARTIAL MOMENT CONSTRAINTS AND LPM-RISK-OPTIMAL MARTINGALE MEASURES

We optimize the ratio     over an (arbitrage-free) linear sub-space     of attainable returns in an incomplete market model. If a solution exists for  1 < r < ∞  , then the 1st order optimality condition allows to construct an equivalent martingale measure for     , which is shown to be the solution of an appropriate dual minimization problem over the set of all equivalent martingale measures for     . The dual minimization problem admits a solution iff there exists an equivalent martingale measure for     and its optimal value     equals the lowest upper bound     of all α-ratios over     . This new type of non-concave duality also provides an indifference pricing method. The duality result can be extended to the case     and leads to a new no (approximate) arbitrage condition: "no great expectations with vanishing risk."     

Beta adjustment methods

This study is an analysis of the forecasting ability of adjusted and unadjusted betas. Based on the Canadian data for 252 stocks, random errors in betas are the most important reason for the poor predictive ability of individual security betas. Most of this random error is eliminated if securities are grouped into portfolios. However, further improvements in forecasting ability are gained by adjusting the security betas for bias and inefficiency. Five methods of adjusting the naive beta estimates have been tried, including two methods not tested before. These two, Vasicek's two-stage method and order-bias adjustment method, gave results generally superior to others.     

Arbitrage with Fractional Brownian Motion

Fractional Brownian motion has been suggested as a model for the movement of log share prices which would allow long–range dependence between returns on different days. While this is true, it also allows arbitrage opportunities, which we demonstrate both indirectly and by constructing such an arbitrage. Nonetheless, it is possible by looking at a process similar to the fractional Brownian motion to model long–range dependence of returns while avoiding arbitrage.     

Lévy betas: Static hedging with index futures

This study considers calibration to forward‐looking betas by extracting information on equity and index options from prices using Lévy models. The resulting calibrated betas are called Lévy betas. The objective of the proposed approach is to capture market expectations for future betas through option prices, as betas estimated from historical data may fail to reflect structural change in the market. By assuming a continuous‐time capital asset pricing model (CAPM) with Lévy processes, we derive an analytical solution to index and stock options, thus permitting the betas to be implied from observed option prices. One application of Lévy betas is to construct a static hedging strategy using index futures. Employing Hong Kong equity and index option data from September 16, 2008 to October 15, 2009, we show empirically that the Lévy betas during the sub‐prime mortgage crisis period were much more volatile than those during the recovery period. We also find evidence to suggest that the Lévy betas improve static hedging performance relative to historical betas and the forward‐looking betas implied by a stochastic volatility model.     

ARBITRAGE‐FREE BILATERAL COUNTERPARTY RISK VALUATION UNDER COLLATERALIZATION AND APPLICATION TO CREDIT DEFAULT SWAPS

We develop an arbitrage‐free valuation framework for bilateral counterparty risk, where collateral is included with possible rehypothecation. We show that the adjustment is given by the sum of two option payoff terms, where each term depends on the netted exposure, i.e., the difference between the on‐default exposure and the predefault collateral account. We then specialize our analysis to credit default swaps (CDS) as underlying portfolios, and construct a numerical scheme to evaluate the adjustment under a doubly stochastic default framework. In particular, we show that for CDS contracts a perfect collateralization cannot be achieved, even under continuous collateralization, if the reference entity’s and counterparty’s default times are dependent. The impact of rehypothecation, collateral margining frequency, and default correlation‐induced contagion is illustrated with numerical examples.     

Launching reverse-innovated product from emerging markets to MNC’s home market: A theoretical framework for MNC’s decisions

A reverse-innovated product is a new product that is originally developed for an emerging market by MNCs. The increasing number of MNCs engaging in reverse innovation and the criticality of new products to an MNC’s performance and competitive advantage make reverse innovation an important area for academic research and managerial practices. This paper integrates relevant literature and proposes a theoretical framework to understand the mechanisms by which the characteristics of a reverse-innovated product affect management’s decision to launch that product in a developed market (e.g., the MNC’s home market). By means of literature review, the paper identifies two underlying evaluation mechanisms through which the reverse-innovated product characteristics are linked to management’s reverse launch decision: the perceived degree of needed adaptation and the perceived risk of cannibalization. The authors also derive several propositions for future empirical research and discuss implications for future research.     

On the Existence of Minimax Martingale Measures

Embedding asset pricing in a utility maximization framework leads naturally to the concept of minimax martingale measures. We consider a market model where the price process is assumed to be an ^d‐semimartingale X and the set of trading strategies consists of all predictable, X‐integrable, ^d‐valued processes H for which the stochastic integral (H.X) is uniformly bounded from below. When the market is free of arbitrage, we show that a sufficient condition for the existence of the minimax measure is that the utility function u : → is concave and nondecreasing. We also show the equivalence between the no free lunch with vanishing risk condition, the existence of a separating measure, and a properly defined notion of viability.     

Is Current Way of Promoting Sustainability,Sustainable?

Consumer behavior regarding sustainable products has been a complex concept. There is a discrepancy between consumer’s espoused concern towards environment and their purchase of environment friendly products. Past literature suggests greenwashing being a possible reason for this discrepancy. With greenwashing being caused by mismatch between communication and perceived performance, this article focuses on assessment of simultaneous impact of both communication and performance elements on brand attitude. A quantitative study was undertaken to test the hypotheses. This was followed by a qualitative study to understand alternative explanation of hypotheses that was not accepted. The research revealed that a consumer’s attitude toward a green brand is impacted both by his or her general skepticism towards green ads and the credibility that she assigns to the firm’s green message. Perceived value of product also had a positive impact on brand attitude. Findings advance academic literature and support managerial community by highlighting factors for building a positive green brand attitude and resultantly avoiding the trap of being equated with greenwashing.     

ON THE LOWER ARBITRAGE BOUND OF AMERICAN CONTINGENT CLAIMS

We prove that in a discrete‐time market model the lower arbitrage bound of an American contingent claim is itself an arbitrage‐free price if and only if it corresponds to the price of the claim optimally exercised under some equivalent martingale measure.