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These results illustrate that crustal thinning in wide rifts is nonuniform and, like narrow rifts, is strongly in uenced by the pre-existing structure of the lithosphere The nonuniformity of crustal thinning in the Basin and Range is expressed in patterns of faulting within the upper crust The Death Valley region of eastern California contains some of the youngest examples of largemagnitude extension in the world adjacent to.

In the context of waves, the analytic signal is often referred to as the complex wave function [Saleh and Teich, 1991].

We don t know the distribution, we don t know the range of outcomes, and we don t know the rami cations If 2-sigma is the best that you can do, you are obviously hopelessly out of touch, out of sync The real world left you behind a long time ago The crisis has amplifyingly shown that you can t prepackage future events and their impact in a nice little box, adoringly adorned with standard deviations and correlations Reality is much more ferociously untamable The randomness is not just wild; it s savagely uncageable, abominably undomesticated No equations can subjugate it, control it, or decipher it Where anything can happen, there are no mathematically imposed bounds You could never build a model that could accommodate all the possible impossibly impossible future happenstances, let alone assign them a (trustable) chance of occurring..

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Function r o t h r u c k t r e e ( Q , u , p ) : Input: Q(x, y ) , p ( x ) and u (degree of p ) 9 Output: List of polynomials 10 u = u 1 (increment node number) 11 if(Q(x, 0) = 0) I Z add p ( x ) to the output list I 3 end(if) 14 else if(u < D ) (try another branch of the tree) 15 R = list of roots of Q(0, y) 16 for each (Y E R 17 Qnew(x, y ) = Q(x, x y +a) (shift the polynomial) 18 p,+l = a (new coefficient of p ( x ) ) 19 Call r o t h r u c k t r e e ( ( ( Q n e w ( x ,y ) ) ) ,u 1, p ) (recursive call) 20 end (for) 21 else (leaf of tree reached with nonzero polynomial) zz (no output) 23 end (if) 24 end

The following is a list of steps which must be followed in order to apply the Strong Bond refactoring. These steps outline a strategy for replacing bean-managed relationships with container-managed relationships (CMR). CMR simplifies the development effort, relieving developers of the burden of managing bean and dependent-object relationships in code. The process starts by identifying bean-managed and dependentobject relationships as candidates for conversion to CMR. Dependent objects are converted into Entity Beans, while local interfaces are introduced across the related Entity Beans to improve performance and support CMR. 1. Identify bean-managed relationships. Find bean-managed interbean and bean-todependent-object relationships. These relationships can often be simplified and made more efficient once converted to CMR. 2. Convert dependent objects to Entity Beans. Dependent objects that can be represented across one or more database tables should be converted into CMP Entity Beans and graphs. CMP support relieves developers of having to manage the persistence of these objects in code. 3. Introduce Local Interfaces. Make each interrelated bean provide a local interface in order to support CMR. 4. Introduce CMR support methods. Define getter and setter methods on each Entity Bean that will participate in a container-managed relationship. Add a set of getter and setter methods for each CMR relationship. 5. Convert BMP beans to CMP. For each BMP bean, make its interface abstract and replace its attribute definitions with abstract getter and setter method equivalents. The container will invoke these methods when persisting the bean or handling any of its container-managed. 6. Modify deployment descriptors. Make the appropriate EJB deployment descriptor modifications in order to support the CMP and CMR mappings. 7. Compile, deploy, and test.

content += </tr> ; content += <tr> ; content += bodyCell( JDSU ); content += bodyCell( 2.75 ); content += </tr> ; content += </table> ; content += </body> ; pw.print(content); pw.flush(); } private String headerCell(String value) { // The string concatenation approach return <th> + value + </th> ; } private String bodyCell(String value) { // The string concatenation approach return <td> + value + </td> ; } }

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