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With this terminology, the asymmetry in gender can be specified. The masculine forms of the possessive determiner and the possessive pronoun are identical, but the feminine forms differ: her versus hers, respectively. However, the feminine forms of the object form and the possessive determiner are identical, but the masculine forms differ: him versus his, respectively. Finally, recall that if the gender of a person is not known, generally the masculine pronoun is used, which can inflate these counts. These facts complicate the interpretation of output 5.1. Note that he and she counts are directly comparable since both are subject forms of the pronoun and nothing else. However, does her outnumber him because the former serves two roles and the latter only one The analogous statement is possible for his and hers., One way to avoid this issue is to combine counts. For example, compare he versus she and himself versus herself, but combine the counts for his and him, which is compared to the combined counts for her and hers. Another solution is to combine all four counts for each gender; that is, compare the total numbers of masculine and feminine pronouns. The most involved solution is using a person to classify each use of an ambiguous pronoun and record these with XML tags in the text, as is done in sentence 5.1.

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The PoC server grants the oor by sending a talk burst con rm response that contains the session identi er. If the PoC server cannot grant the oor, a talk burst reject response is sent to the PoC client. The rejection response contains the session identi er and a rejection reason. The reason may be:

2.5 2.6

(3.147)

In this chapter, I covered all of the ways to view your 3D drawing. You read about: Using the standard viewpoints on the Viewpoint flyout for a quick look. Utilizing the DDVPOINT command to specify exact angles. Creating a named 3D view with a camera. Adding a background to a named view. Using the tripod and compass for flexibility. Using the PLAN command to quickly return you to plan view. Using and creating visual styles to determine how your drawing looks. Also, using the shading options in AutoCAD LT. Displaying parallel and perspective projections. Applying 3D Orbit to view your model from any position. You can zoom and pan, create parallel and perspective views, and set clipping planes. You can also create a continuously moving orbit. Walking and flying through a drawing. You can navigate through a drawing and save a movie file of the result. You can also save an animation of a motion path. Using the DVIEW command to let you create parallel and perspective views. You set the camera and target where you can create front and back clipping planes. Employing the three commands SOLVIEW, SOLDRAW, and SOLPROF that help you lay out views of a 3D drawing for plotting. The FLATSHOT command, which creates 2D blocks from 3D objects. In the next chapter, I explain how to create 3D surfaces.

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Figure 5.20. (a) A measured near eld beam pro le for the 30-J, 500-ns laser system showing both (b) horizontal and (c) vertical irradiance line-outs.

To be part of an effective Web application, dynamic data can t just be displayed; it has to be designed. Dreamweaver, through a variety of server behaviors, gives you the power to selectively repeat page elements as well as show them programmatically. Data design is an important aspect of integrating the server side with the client side. As you look for ways to manage the data in your Web applications more effectively, remember the following points:

in the symmetry plane, the others being antisymmetric with respect to re ection Orbital symmetries are conserved in the reaction If the number of orbitals of each symmetry type is not the same in the reactants as in the products, that reaction will not take place readily Even if symmetry is not present, local symmetry usually is su cient to distinguish the orbitals, hence the principle of conservation of orbital symmetry which formed the title of the classic text by Woodward and Ho mann [3a] or the orbital correlation analysis using maximum symmetry (OCAMS) approach of Halevi [10] WOODWARD HOFFMANN ORBITAL CORRELATION DIAGRAMS An abbreviated description of the generation of Woodward Ho mann orbital correlation diagrams is presented here A full description is available in numerous sources, most notably reference 3 To begin with, a reaction coordinate is proposed.

The active components of the reactants and products are maximally symmetrized by ignoring substituents and the presence of embedded heteroatoms Symmetry elements conserved in the course of the reaction (at least those which intersect bonds being formed or broken) are identi ed, and group orbitals are combined to provide symmetry-adapted MOs if necessary In- and out-of-phase combinations of like-symmetry reactant orbitals are taken if they are close in energy The orbitals of products are treated in like manner Inspection of the reactant and product orbitals may suggest obvious correlations However, orbitals of like symmetry will not cross, while orbitals of di erent symmetry may The lowest energy MO of the reactants is connected to the lowest energy product MO which has the same symmetry.