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We are now left with a quadratic equation (4.17). Initially this poses a problem because a quadratic equation has two solutions (or roots); in other words, can have two values. But earlier we had assumed that the square matrix M could be replaced by a single value, . Effectively this becomes true as the larges of the two values, referred to as the dominant root, has most in uence on the dynamics. Note that the dominant root may be complex or negative. A negative dominant root is biologically meaningless in this application (but see 7) whereas complex roots are discussed in 7. In mathematics the values of are called the eigenvalues and the corresponding values of R and F are the eigenvectors. The eigenvalues may also be referred to as the latent roots or the characteristic values of the matrix, M. Similarly, the eigenvectors are known as the latent or characteristic vectors. (In passing it is worth noting that in nding values for R and F we have found solutions for the equations 4.9 and 4.10. Matrix methods have a wide application in the solving of simultaneous equations.) Finally, it may be helpful to know that equations 4.13 4.16 can be written in a general mathematical shorthand for any size of matrix M and vector v (as equation 4.8): Mv t = v t Mv t Iv t = 0

In addition, the project effort and schedule estimates may indicate that more people are needed for the project If the project is within the realm of the skill sets of the current team members, it might be necessary to hire more people with similar skill sets These new people should be distributed evenly among the groups, so that every group is a mixture of experienced and new people If the project speci cations reveal that the project will vary from the skill sets of the current people, it will be necessary to add people with the appropriate skill sets The current team members do not need to be replaced, but the new people should be integrated in a way that allows them to supplement the existing people s skill sets.

A high-level discussion of the IETF work in the area of COPS and Policy Framework de nition was provided in the previous chapter, in order to explain the genesis of different policy decision-making paradigms. In this section, details of the relevant standards developed by the IETF in the area of policies are provided. Descriptions of RSVP, COPS, DiffServ, COPS-PR, the IETF Policy Framework, and directory standards are provided. Although RSVP, COPS, and COPS-PR are not recommended for use in MANETs, it is instructional to take a look at these standards in order to understand why.

Lack of Understanding of Bonus Calculation Lack of Nonmonetary Rewards No Compensation for Existing Accounts Lack of Compensation for Signing/Conversion Lack of Bonus Reward for Other Efforts Not Fairly Compensated for All Work

In one case, only one module may require a specialized skill set, and the new people can be placed into one group to work on that particular module For example, if the product performs chemistry simulations, it would be necessary to have one group of developers with a background in chemistry to write a chemical simulator module The other groups would work on tasks such as database development, interface development, and so on In another case, it may be necessary for all of the groups to supplement their skill sets by adding a new member For example, when developing a web version of.

Make new staff members feel welcome. Create a rst-day ritual for all new hires. This could include a senior-level employee showing the new hire around and introducing him or her to all payroll staff as well as other staff members. Submit press releases to the local newspapers when new staff members are hired to announce the recent addition to the department. If not the local paper, then at least make the announcement in the company newsletter or on the payroll department s intranet site. Announce all changes to staff including promotions or new job assignments of signi cance. Again, if the local newspaper announcement is permitted this is the best