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biotech industry are growing rapidly. Furthermore, unless there is a ma jor political shift in the United States, the level of military funding for biotech isn t likely to change in the near term. According to Worldwatch Institute, the United States spends $30 million every hour on its military, or 36 percent of military spending globally. The biotech computing industry in the United States is also in an excel lent position, given the technological lead that many U.S. computer rms enjoy. Although there is strong competition from companies in Japan for supercomputers and in Asia-Paci c for computer components, much of the basic research and development in leading-edge computing is performed in the United States. Similarly, the medical biotech market in the United States is poised for growth, given the growth of the medical industry in general, the availability of medical researchers, as well as the number of sites for clinical trials. Cost containment measures, as well as legislation that limit the research areas of medical biotech are two major impediments to quick success. The biomaterials market, while promising, has yet to mature. How ever, with research on the challenges of arti cial organs and tissues under way in leading medical and academic centers in the United States, and military-funded research into new materials, the development of signi cant markets is inevitable.

1m -

(5.1.12)

De ne a basic color and font scheme for your application, and use it consistently throughout all your forms To save time, you can set a default font for a form or panel All the controls on that form or panel then use the default font unless you specify a different font for a control

(5.1.14)

[z(8)

+ z(W)(O)] 11 = b _

(Z(W) _ z(W)(O)) 11

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Allowing the user to resize forms in your application gives the user some exibility in working with the forms The user can make a form bigger to see more information, or smaller to more easily see the form along with other information on the screen Set the form s FormBorderStyle property to Sizable to allow the user to size the form Then use the Anchor and Dock properties of the controls on the form to de ne how they are resized as the form resizes

(5.1.15)

Note that the sparse matrix and the flat surface impedance matrix are kept on the left-hand side of (5.1.15). We discuss three ways of iteration listed below as (A), (B), and (C).

Summary The United States is clearly positioned as the strongest eco nomic force in the biotech industry. Its strong points include an exten sive infrastructure, with good information technology, intellectual property protection, and educational systems. Financing in high tech is challenging worldwide, but industry sponsorship remains strong. Fur thermore, the primary biotech industry, pharmaceuticals, remains strong in the United States, and the future of the secondary industries of the military, biotech computing, and medical computing industries appear especially promising.

11(0) [z(8)

+ z(W)(O)] 11(0)

(5.1.16) (5.1.17)

For the Purchase Tracker sample application: Display the ProductWin form in the Forms Designer Set the form s FormBorderStyle property to Sizable Use the Anchor and Dock properties of the controls on the form to define how each control resizes as the form is resized You set the Dock property for both Panel controls in an earlier Building Along For the Product ComboBox and Description TextBox controls, set the Anchor to Top, Left, Right This ensures that the widths of both controls grow and shrink as the form width changes For the other controls, leave their Anchor property as the default

Z(O)11(O) =

Z(O)

is defined as (5.1.18)

=(0) (0)

4

Z(s)

Demographics According to Canada s national biotechnology association, BIOTECanada, Quebec and Ontario each host about a third of the ap proximately 400 biotech companies in Canada (see Figure 7.6). British Co lumbia is host to about 20 percent of the biotech companies, with the

matrix and column vector Z u requires O(N log2 N) iterations. Thus in implementing conjugate gradient method, the number of operations is O(Nbw ) + O(Nlog 2 N) per iteration. Using (5.1.15), higher order solutions can be obtained. The nth order solution u(n) is given by

Z (O)-u(n) = -b(n)

(5.1.19)

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