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The Library panel, shown in Figure 17-5, is a central place to access and manage a Symbol Library. Every symbol in the current document is displayed in the symbol list in the Library panel, and they are identified as either a Graphic Symbol or Button Symbol by a distinctive icon. Like most other Fireworks panels, the Library panel has an Options menu and can be grouped with other panels. To display the Library panel, choose Window Library, or use the keyboard shortcut, F11. Following are the main features of the Library panel: Symbol list: As you create or import symbols, they are added to the symbol list automatically. Initially, when you create a new document, the Library panel is completely empty. The symbol list is divided into columns that detail different properties of the symbols it contains, similar to the columns you see in a Windows or Macintosh folder that is set to List view. Double-clicking a symbol s entry in the symbol list opens the Symbol Properties dialog box for that symbol, enabling you to rename the symbol, or convert it from a Button to a Graphic Symbol, or vice versa. Symbol preview: Selecting a symbol from the symbol list displays a preview of the symbol. Dragging the symbol s preview into a document creates an Instance of the symbol in the document. Double-clicking the symbol preview opens the symbol for editing. Options menu: The Options menu contains commands for creating and managing symbols.

FIGURE 19.9 Choosing a connection speed allows you to optimize the document for different types of connections.

Without the workbook qualifier, VBA would look for Sheet1 in the active workbook. To refer to a specific range (such as cell A1) on a worksheet named Sheet1 in a workbook named Book1, you can use the following expression:

where v, is the neutral particle velocity. Taking the magnetic field to be in the z-direction, and assuming the convective derivative to be negligibly small, then in steady-state this equation can be separated into the two transverse electron velocity components:

Figure 6.10. The isolated mutual coupling versus the axial distance z for a fixed angular separation = 30 . Both the E-plane, H-plane, and cross-polar couplings are shown. (a) The amplitude. (b) The phase.

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INNER JOIN DimEmployee empl ON empl.EmployeeKey = fact.EmployeeKey INNER JOIN DimSalesTerritory trty ON trty.SalesTerritoryKey = fact.SalesTerritoryKey INNER JOIN DimTime otme ON otme.TimeKey = fact.OrderDateKey INNER JOIN DimTime stme ON stme.TimeKey = fact.ShipDateKey INNER JOIN DimCurrency crcy ON crcy.CurrencyKey = fact.CurrencyKey

Standards communities attempt to encapsulate infrastructure through de nition of an interface, data model, or protocol speci cation. Everyone who adheres to the speci cation uses the de ned standard. When new software is written that supports the standard, all applications that also follow the standard can manipulate the digital entity. Emulation speci es a mapping from the original interface (e.g. operating system calls) to the new interface. Thus, emulation is a mapping between interface standards. Migration speci es a mapping from the original encoding format of a data model to a new encoding format. Thus, migration is a mapping between encoding format standards. Preservation can thus be viewed as the establishment of a mechanism to maintain mappings from the current interface or data model standard to the oldest interface or data model standard that is of interest. We can characterize virtual Data Grids and digital libraries by the mappings they provide between either the digital entities and the generating application or the digital entity le name and the collection attributes. Each type of mapping is equivalent to a level of abstraction. A data management system can be speci ed by the levels of abstraction that are needed to support interoperability across all the software and hardware infrastructure components required to manipulate digital entities. Speci cation of the infrastructure components requires a concise de nition of what is meant by data, information, and knowledge.

The procedure of developing code for an FSM is similar to that of a regular sequential circuit. We first separate the state register and then derive the code for the combinational next-state logic and output logic. The main difference is the next-state logic. For an FSM, the code for the next-state logic follows the flow of a state diagram or ASM chart. For clarity and flexibility, we use the VHDL s enumerated data type to represent the FSM s states. The enumerated data type can best be explained by an example. Consider the FSM of Section 5.1.2, which has three states: SO, sl, and s2. We can introduce a user-defined enumerated data type as follows:

with a suitable regularization procedure employed to give the Euclidian integrals exact meaning. 4. Analytically continue ( Q ) back to real time t o recover the physical (Minkowski) expectation values. Adapting this procedure to a lattice is formally rather simple. The Wick rotation is usually assumed to be no problem, and the functional integrals are replaced by sums or by ordinary integrals, with the discrete lattice providing an automatic momentum regularization. The crucial points are the construction of a suitable lattice action and the recovery of appropriate continuum limits. The Euclidian action in the continuum limit for a pure non-Abelian gauge field is

where Pv (d) is the volume probability density function and fv (di ) = Pv (di ) di . Cumulative drop size distributions can be plotted conveniently on linear or log probability paper. A straight line on linear or normal probability paper means that the drop sizes follow a normal or Gaussian distribution. If data form a straight line on log probability paper, the distribution is referred to as lognormal.

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