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An in uence diagram uses event nodes representing the uncertain conditions surrounding a process, as well as activity nodes representing discrete process steps. Relationships among nodes are shown by directed paths, which sometimes are referred to as arcs or in uence lines. The graphical display of events, process steps, and consequences, and their relationships to components of the system being analyzed is used to visualize the impacts of external events or uncertainties. An in uence diagram is often used as an exploratory tool leading to the development of more formal event trees, and, as such, system states and uncertainties of various types may be mixed within the same diagram. The quanti cation of uncertainty in an in uence diagram is accomplished by building a compatible event tree in conjunction with the diagram. Such a tree consists of chance nodes corresponding to the risk and activity nodes in the in uence diagram, connected by branches delineating their paths of in uence (Clemen and Reilly 1991; Rowe 1977; Stedinger et al. 1996). Relationships among events in event trees follow a hierarchy from independence, through causality, to networked causality, and to temporal orderings. These may be shown in a number of ways, as suggested in Figure 20.9. Many analysts make no distinction between statistical correlations and causal effects, in that the mathematics of probability theory can be made to account for inverted ordering of events, even if the events are causally related.

<cfparam name= Attributes.ColumnName > <cfparam name= Attributes.Label default= #Attributes.ColumnName# > <cfassociate basetag= CF_OUTPUTTABLE > <cfset ParentData = GetBaseTagData( CF_OUTPUTTABLE )>

If d is less than a threshold Td , then we de ne the points [tj ,1 , tj,2 ] and [ qk,1 , qk,2 ] are s t t corresponding points. If the number of corresponding points based on F ( , , 1 , 2 ) is greater than a threshold Tn , then we de ne t and q as the corresponding triangles between the template and the query ngerprints. The nal identi cation score is the number of corresponding triangles between the query and template ngerprints.

<cfoutput> <td bgcolor= #ParentData.Attributes.HeaderRowColor# > <b>#Attributes.ColumnName#</b> </td> </cfoutput>

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We call GetBaseTagData(), which returns a structure containing all variables defined in the parent tag, including any attributes. Then we reference ParentData.Attributes.HeaderRowColor, which gets the value of Attributes.HeaderRowColor that is passed into the parent tag. And that s really all that using nested tags involves. The process may seem very complicated at first, but after you understand the mechanisms for communicating data between parent and child and between child and parent, you find a world of solutions waiting for you in nested custom tags. Play around with them to get comfortable; this truly is one of the coolest features of ColdFusion.

Figure 15.5. Examples of training data: Endpoint ( rst row) and bifurcation (second row).

A final note before we sign-off nested custom tags: Figure 18-6 describes the difference between the Caller scope and the structure returned from GetBaseTagData(). These two are often confused in people s minds, but they are very different. You rarely have any reason at all to use the Caller scope in a nested tag.

Standard practice in constructing in uence diagrams (Marshall and Oliver 1995), similar to standard practice for decision trees (Pratt et al. 1995), is to represent node types by circles or ellipses for uncertainties, squares for decisions, and diamonds for outcomes. Typically, in uence diagrams in dam safety analyses do not include decision nodes, but that need not be the case. Some authors add a fourth, deterministic node, but this could be viewed as a degenerate case of an uncertain node (Bedford and Cooke 2001). A directed arc is used to denote dependence or conditionality in in uence diagrams. A directed arc joining node A to node B (Figure 20.10) may denote that, (1) event A causes

NIST Special Database 4 (NIST-4) [6] with 2000 pairs of ngerprints is used in our experiments, where each pair is a different impression of the same nger. The size of the ngerprint images is 480 512 pixels with a resolution of 500 DPI. The ngerprint is coded as an f or s followed by six numbers, which means the ngerprint image is the rst or second impression of certain nger.

Calling Template Sets SomeVar = 1 <cf_ParentTag> Sets SomeVar = 5 <cf_ChildTag> <cf_ChildTag> <cf_ParentTag>

Caller GetBaseTagData()

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