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They can be used to create enhanced passive portfolios designed to provide an active return on top of a passive benchmark return A more aggressive approach might entail combining a market neutral portfolio with a benchmark exposure that varies in line with expectations for the benchmark s performance Perhaps the most promising aspect of the transportability of market neutral alpha is that it allows the investor (and the manager) to separate security selection skills from asset allocation decisions Thus the talents of a manager particularly skilled in stock selection need not be con ned to an equity market allocation; they can be transported to virtually any asset class via derivatives The manager s ability to add value, and the investor s choice of managers, need not be constrained by the investor s asset allocation needs Below, we examine alpha transport in the context of market neutral equity strategies.

... Query query = persistenceManager.newQuery( Account.class, customer == \ + customerID + \ ); Collection accounts = (Collection) query.execute(); Account anAccount = (Account) accounts.iterator().next(); // Extract account data from the instance. String accountID = anAccount.getID(); ... query.close(accounts); ...

The reasons are not only the popularity and omnipresence of web-based services but also the lack of Peer-to-Peer enabling technologies Although Groove and Skype do not rely on a standard middleware product but on an individual Peer-to-Peer network, many companies cannot afford the lengthy and costly development of such an infrastructure from scratch In times of Rapid-Application-Development and short time-to-market requirements, middleware products are needed CORBA, EJB, COM+, SOAP, and various messaging systems ease the development of distributed applications, but they do not incorporate features needed for decentralized Peer-to-Peer environments [24] Although there are no counterparts to these established middleware products yet, there exist several efforts of developing Peer-to-Peer middleware One of the most advanced ones is Project JXTA [25], which we will review in more detail Note that we intentionally do not review systems dedicated to le sharing, although there are very interesting systems available.

Receipt of Workers Compensationb 194 (151) 323 (220) 178 (128) 326 (238)

Examples are the P-Grid [1], which offers scalable searches, and Freenet [3], which addresses security and anonymity Nevertheless, their scope is limited and we do not consider them a general-purpose middleware..

Once the required phase is computed, its implementation in the case of a AWG can be done by choosing the length of each waveguide to yield the required phase This is the way it is already done with the regular PHASAR devices with only the linear grating phase modulation in confocal or Rowland geometries The method is rst discussed below for illustration purposes with respect to a planar geometry, meaning that the phased array apertures are placed on a plane (line for the 2-D case) Generalizations of the results to confocal, Rowland and 3-D geometries are given in the subsequent sections.

The method is based on rst randomly choosing the locations of the centers of radiating apertures and then either by creating the negative phase of the phasefront (possibly plus a constant) at the chosen locations so that the overall phase is zero (or a constant), or slightly adjusting locations of the centers of radiating apertures such that the total phase shift from such a center to the desired image point equals a constant value, say, zero modulo 2p In both approaches, such points will be referred to as zero-crossings In the second approach, they will be referred to as automatic zero-crossings In practice, the sampling points are chosen semi-irregularly as discussed below The total number of zero-crossings can be a very large number, especially in the presence of linear and spherical phase modulation.

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Practical implementations allow only a small number of apertures, for example, 300 being a typicalnumber in the case of PHASARS In order to avoid the problem of too many apertures, and to avoid harmonics generated due to regular sampling [Ishimaru, 1962], [Lao, 1964], we choose irregularly sampled sparse number of apertures One way to determine zero-crossing locations is given below as a procedure Step 1: The aperture points are initialized by choosing one point at a time randomly along the phased array surface.

With these notations, we introduce the following hypotheses on the systems P and Q, as m grows:

In order to achieve this systematically on the total surface of the phased array, the following approach can be used: Initial point locations uniformly spaced point locations small random shifts Step 2(a): If the method of creating the negative phase of the phasefront at the chosen locations is used, the said phase is created physically, for example, by correctly choosing the lengths of the waveguides in the case of PHASAR devices Step 2(b): If the method of automatic zero-crossings is used, correction values are calculated for each of the initial points generated in step 1 to nd the nearest zerocrossing points as Final locations of zero-crossings Initial point locations from step 1 correction terms The two approaches work similarly Below one algorithm to calculate the correction terms to generate the automatic zero-crossings is discussed..