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Various approximate synthesis methods with reasonable computational loads are known, for example, the so-called spectral synthesis method (for a recent variant, see Paxson [55]), the on=off superposition method [78], a method based on the discretization of the integral representation, and recently a re ned random midpoint displacement method [53], which has a number of advantages These methods yield tractable practical implementations (sometimes on-the- y implementations) but often suffer from the drawback that the errors (due to approximations made) cannot be controlled and that it is not clear which property of the FBM has been lost Wavelet-based methods have also already been proposed [79, 80] to produce stationary 1=f -type processes We present here a wavelet-based synthesis of the FBM, introduced by Sellan [64], which is developed and implemented in Abry and Sellan [7] and Meyer et al [47] The method relies on an exact wavelet expansion of the FBM.

Whenever your domain model is valid, you can create a designer to try out by pressing the Transform All Templates button in the solution explorer and pressing F5 to build and run your design You might even try this on the domain model shown in Figure 3-1 In the resulting designer, each iss le will load as a blank diagram associated with a model explorer that shows a single IssueStateModel element and no means to add anything else When the domain model is completed, the diagram will still be blank but you ll be able to create models using the model explorer, save them as iss les, and reload them Later chapters will show how to complete the user interface of your designer with shapes, connectors, toolbox entries, and ustomized behavior.

This allows the generation of approximate sample paths, but with controlled errors, in a practical implementation framework using a fast pyramidal algorithm similar to that underlying the inversion of DWT [24, 46] This method reproduces accurately the key features that characterize the FBM stationarity of the increments, self-similarity, and long-range dependence and allows new and clearer insights into them, as described by Abry and Sellan [7] and Meyer et al [47] We detail below the key steps of this synthesisRelated: .

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tool: creation, manipulation, and deletion of model elements and links; transactions, undo/redo, rules, and events; and access to the domain model When a DSL tool such as the Issue State designer is launched, for example, by opening ne of its les, a new Store is created and initialized by telling it about the domain models that make up the DSL that it will be executing We ll describe how this is done later in this chapter Once the store has been created and initialized, the DSL runtime executes by creating and manipulating model elements and element links In the DSL Tools API, the abstract classes ModelElement and ElementLink provide access to all of the functionality available for creating, manipulating, and deleting model elements and links in the store As we ll see, the code generated for the domain model when you press Transform All Templates in the DSL designer mainly consists of classes derived from these For brevity, when describing instances of classes derived from ModelElement, we often refer simply to model elements, or MELs; we similarly refer to instances of classes derived from ElementLink as links Consider the simple model of issue states shown in Figure 3-2, consisting of the states Raised, SubmittedForAssessment, Pending, and Closed, connected by transitions as shown.

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