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Other researchers contend that cloning is safe and that the opposition to the technology is unfounded Because of the lack of consensus, many physicians are understandably wary of biotech therapies and solutions Physicians in the United Sates are constrained by therapies that insur ance companies and third-party payers don t cover, by federal and state regulations, by best practices as de ned by their peers, and by the of cial formularies of the clinics and hospitals where they work Veering from any of these standards and regulations exposes a physician to litigation from patients who aren t cured by a biotech therapy or who are otherwise un happy with the outcome of their therapy As a result, the typical practicing physician in the United States is more of an agent of the health-care system who practices a form of cookbook medicine.

As derived above, the concepts of final exciting field and final scattered field are rigorous. Note that GoTj'l/Jf does not appear on the right-hand side of (7.2.13) because the final exciting field of particle j does not excite itself. Equations (7.2.13) and (7.2.14) are the self-consistent multiple scattering equations for the exciting fields of two particles. After the exciting fields are solved, (7.2.8) and (7.2.11) are used to calculate the total scattered field. Note that the Foldy-Lax multiple scattering equations for the two particles as given by (7.2.13) and (7.2.14) are exact. It is also important to recognize that Tz and T j are only the single-particle scattering transition operator. The equations of two-particle scattering can be readily generalized to N particles. For N particles

(7.2.15)

(7.2.16) (7.2.17)

(7.2.18)

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Business objects have standard housekeeping tasks that they must perform For example, they must keep track of their state (unchanged, added, modi ed, deleted) The purpose of a base business object class is to de ne a standard set of operations that are applicable to all business objects This keeps the housekeeping code out of the business objects themselves Creating base classes was covered in detail in 4, which demonstrated how to build a base form class This section provides information on building a base business object class For all the de nitions, bene ts, and techniques of building a base class, see 4

Equations (7.2.15)-(7.2.18) are the Foldy-Lax self-consistent multiple scattering equations. They are derivable from Maxwell's equations and are exact relations without approximations [Peterson and Strom, 1973; Tsang et al. 1985]. Generally, (7.2.15) consists of N equations with N unknowns 1j!f, j = 1, ... ,N. In principle they can be solved numerically to yield the exact result of the multiple scattering equations.

For the cases of point scatterers, the transition operator Tj is simple so that the Foldy-Lax multiple scattering equations assume a simple form. The point scatterer has a simple single-particle scattering relation of

(7.2.19)

= 47r111 2

In addition to the rules and regulations of various government and peer review agencies, biotech applications in clinical medicine are subject to the scrutiny of the tax-paying (and voting) public In the United States, except for the haven in California, stem cell research is virtually banned by lack of federal funding Similarly, the prospects of eugenics and cloning are often rejected on moral and religious grounds The creation of hearts, lungs, and other organs that contain human genes, but are grown in pigs, sheep, monkeys, and other animals for harvesting as transplant organs, is similarly rejected by animal rights groups Given the technological, regulatory, and social challenges surrounding the use of biotech methods in clinical medicine, the challenges for compa nies in the biotech industry are considerably greater than for those in the pharmaceutical industry.

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