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use it to execute managed components on their behalf. This technique provides us with a useful bridging mechanism that has many practical applications within the platform. Version 6.0 of the Microsoft Internet Explorer is an example of an unmanaged component that uses the bridging mechanism we just discussed. Even though this component is not compiled into the IL format, it can host the Common Language Runtime (CLR). This hosted instance of the CLR can then execute Microsoft .NET Framework-based components on behalf of Microsoft Internet Explorer. This is very useful when connecting to web pages that contain or use managed components. Other versions of Microsoft Internet Explorer might be implemented as a managed component (rather than as an unmanaged component) which is why we explicitly mentioned Version 6.0 here. We knew that this version was not implemented as a managed component, and think that this version will probably never be reimplemented as a managed component in the future, since it is no longer the most recent version commonly in use. It is also possible to use a technique known as a wrapper to allow managed components to invoke unmanaged components, and vice versa. This is different from the CLR-hosting option we discuss in the box. We mention this detail here for the sake of completeness, as well as in recognition of the fact that wrappers might be employed within our DDBE projects even when we do not use them directly ourselves.

If the Image control on the UserForm is named Image1, the following statement loads the image (represented by the Fname variable) into the Image control:

and GFF if 1/2 r/n (and r/n within the range of our tests), the performance ratio of TS still ranges up to 147 Thus, either the results of TS are still not entirely satisfactory, or the lower bound provided by the (approximation of the) clique packing number is not near the optimum for these instances, or both Some problems concerning the TS design are known, yet not solved For an example, our TS aims at constructing single frequency networks (SFNs), employing oversupply of services to reach that goal, with a number of criteria to help decide if in a given situation expanding, or cutting back a SFN is advantageous These criteria are at the moment still under construction So up to now, in unclear situations, our TS rather tends to build up a SFN, even if the opposite would, eventually in longer terms, bring greater gain 12.

Checking for loaded data Each action and method that loads data into a movie (except XMLSocket.send) is asynchronous: the results of the action are returned at an indeterminate time. Before you can use loaded data in a movie, you must check to see if it has been loaded. For example, you can t load variables and manipulate their values in the same script. In the following script, you can t use the variable lastFrameVisited until you re sure the variable has loaded from the file myData.txt:

6 CONCLUSION The ensemble planning problem discussed in this chapter is not only important for the planning of DAB networks, it is also interesting from a theoretical point of view, because it involves complex interactions between different classical NP-hard optimization problems, a feature that pertains to many real-world planning problems in network design and other applications Further theoretical studies of the problem will probably center around special cases and improved lower-bounding methods, which will help us to better understand the structure of this problem Some first steps into this direction can be found in [22] Although the available solution techniques, in particular our tabu search algorithm, already perform fairly well in practice, additional research is needed to further improve these algorithms and to design alternative solution methods.

Here i is the individual formation yield for oxidation product i , and K i is the corresponding absorption equilibrium constant. The above framework has been used in analysing yield data for laboratory smog chambers for a variety of parent VOC compounds. Yield data are generally not t well by assuming a single product. However, in a two-product model (i = 2), assuming that two hypothetical average product compounds are formed, the representation of SOA formation is normally successful in tting laboratory SOA yields [9]. The two-product model ts best with a non-volatile and a semi-volatile product. In the two-product model four tting parameters are needed: Two i values and two K i values are used to t the monotonically increasing curve that goes through zero. Most smog chamber studies are performed for high temperatures and consequently, the yields are also estimated for high temperatures. However, when the temperature is lowered, the oxidation products might shift from the gas to the SOA phase, increasing the yield signi cantly. Thus, the temperature is a very important parameter for SOA formation. Studies from Sheehan and Bowman [56] suggest that the temperature dependence is related to K i and can be expressed as K i (T ) = K i T H exp Tref R 1 1 T Tref (4.2)

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