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<mkdir dir= ${basedir}/build/classes /> <javac classpathref= classpath.compilation srcdir= ${basedir}/src/java destdir= ${basedir}/build/classes /> <antcall target= compile.resources /> </target> <!-- Forces recompilation of the entire codebase by deleting the classes directory before invoking compile. --> <target name= recompile description= Recompiles the entire codebase > <delete dir= ${basedir}/build/classes /> <antcall target= compile /> </target> <!-- Compiles (in the collection sense) any additional resources (besides java class files, i.e., product license files, application properties files, etc.) upon which the application depends, that need to be collocated with class files due to being accessed through class loaders. --> <target name= compile.resources > <copy todir= ${basedir}/build/classes includes= ${basedir}/src/java/**/META-INF/** /> </target>

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One title can be used in multiple projects. However, be aware that if you edit the title contents, Premiere replaces every version of the title in your projects with the newly edited version.

$ t e s t = "The i f ( $ t e s t =i f ( $ t e s t =i f ( $ t e s t =if ( $ t e s t =i f ( $ t e s t =if ( $ t e s t =wedge product /(d.\-d.)/) /([dxyz-]+)/) /([xyz"]+)/) /([^^I+>/> /([^xyz]+)/)

If you want or need to use PivotTables with OLAP, check the Microsoft web site for support and whitepapers.

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will be a set of formulae of first order (cf. the vacuum world in 2); 0 = {(P,, D,, A,) I a E A c ) is an indexed set of operator descriptors, one for each available action a; and y is a set of formulae of first-order logic, representing the goal/task/ intention to be achieved. A plan rr is a sequence of actions where each a, is a member of Ac. With respect to a planning problem (A, 0,y ) , a plan rr mines a sequence of n + 1 environment models where and

Solving the above system of equations, we obtain w1 = [E{x1 (k) xT (k)} + b2 E{x1 (k q) xT (k q)}] 1 E{y1 (k q)x1 (k)}b1q , 1 1q 1

FIGURE 21-16

Program 4.5 This program computes the ratio of tokens to types for Poe's "The Unparalleled Adventures of One Hans Pfaall." In this program, the size of the hash %f req is stored in $types as follows. The function keys returns the keys as an array. Then function scalar forces this array into a scalar context, but this is just the size of the array, which is the number of types in the text. So the combination scalar keys returns the size of the hash. Finally, the results are stored in a comma-separated variable file called Pf aall-word-richness . csv, which then can be imported to a statistical package for plotting (R is used in this book). Figure 4.5 is the resulting plot, which clearly shows that V ( N ) steadily increases as N increases, even at the end of the story. Although the rate of increase is slowing, it is never close to converging to some value. In fact, in the last thousand or so words the slope increases a little, so the limiting value of V ( N )is not yet reached. This suggests that Poe's vocabulary is much bigger than the vocabulary that is contained in this story. Since V ( N )is an increasing function of N , we should take into account the sample size. For example, for coin tossing, the number of heads steadily increases as the number of flips increases, but the proportion of heads stabilizes around 0.5. This suggests that it might be useful to form a ratio of V ( N )with N . In section 1.1 of [ 6 ] ,Baayen suggests

Excel s data visualization features, such as sparklines and charting, help you make data more compelling and easier to evaluate.

{A,S} = / [ ( p $ + f a s ) - -