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3 When setting the associated ID property, set the instance property for the speci ed ID For the purchases example, modify the setter in the ProductID Property statement as follows:

"'s = -

~E2V (Eeff) '2

It provides the rationale behind the projections of the role for each region in capturing and control ling a range of technologies For example, it explores how Singapore, Malaysia, and other countries in the Paci c Rim are jump-starting their biotech industries by bypassing the potentially painful and costly learning curve, just as these and other countries did with the cellular phone systems in the 1990s It looks at the future use of a range of technologies from ge netically modi ed foods to arti cial organs, and their future economic im pact Appendix The Appendix provides an executive summary of the key techniques and methods integral to the biotech industry, from the funda mentals of genetic engineering to the application of computers to manipu lating and visualizing genetic data.

(10.2.61c)

fl; = kr' f = 47fnoa3/3

+ cos 2 es)

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Private Set(ByVal value As Integer) _ProductID = value ProductInstance = ProductCreate(ProductID) End Set

(10.2.62)

Krzl) }

Krzl) ':::: H(O)

= (27f)3

When the ProductID property in the Purchase class is set, this code creates an instance of the related Product class The Product class instance then provides access to all the Product class properties If you build the business object Class Library component at this point, you see the related class properties under the object data source in the Data Sources window For example, the Product class properties are listed under the PurchaseList object data source, as shown in Figure 713

Readers new to the biological sciences are encouraged to review the material in the Appendix rst so that they have a working context for the material presented in the chapters Glossary The Glossary is intended to provide a reference suf cient to allow readers to understand the unavoidably technical description of prod ucts, services, and research associated with a typical prospectus from a biotechnology company In addition, recognizing that the eld of biotech nology is in constant ux, readers are encouraged to refer to the Web sites and online publications included in the Bibliography In recognition of the typical reader s desire to get down to business as ef ciently and effectively as possible, we have designed this book to pro vide the busy reader with information that is sound, to the point, and of practical relevance Bryan Bergeron, Boston, MA Paul Chan, Singapore.

dr (g(r) - 1) (10.2.63a)

(2~ )3 { - 4; b3 + 47fb3 H O }

d(J(J2 (g((Jb) - 1)

(10.2.63b)

NOTE: You can drag and drop these related properties to bind them to controls on the form However, they cannot be used to bind columns in a grid The grid requires that all properties be direct properties of the object bound to the grid, not related properties

+ 24fH o)

(10.2.64a)

The scattering attenuation can be added to the effective propagation constant of (10.2.34) as follows K 2 ~ K; + iKr (2Ki ) = K; + iKr(K,a + K,s) = K; + iKrK,a + iKrK,s = (K 2 )absorption only + iKrK,s (10.2.64b) Using (10.2.62), (10.2.64a), and (10.2.34)

(Si~(}s + cos 2 (}s)

Thanks to Jeffrey Blander of Harvard Medical School and Ardais Corpora tion: David Burkholder, PhD, of PD Pharmaceutical Consulting Services; the bioinformatics faculty at Stanford University, including Christina Teo, Meredith Ngo, Vishwanath Anantraman, Russ Altman, MD, PhD, Dou glas Brutlag, PhD, Sera m Batzoglou, PhD, and Betty Cheng, PhD; Ronald Reid, PhD, of the University of British Columbia; and Michael Lyt ton of Oxford Bioscience Special thanks to Miriam Goodman, for her un paralleled skill as a wordsmith, and our editor at John Wiley & Sons, Sheck Cho, for his encouragement, vision, and support Bryan Bergeron This book started from a spark But it would be careless to attribute its gen esis to sudden inspiration In the last few years, I was blessed with associa tions with many talented people who in uenced my ideas for this book.

+ (27r)3 no H (Ik s -

7

Krzl)}

(1O.2.65a)

Equation (1O.2.65a) is the general result for small particle but longer ranged pair distribution function. If the pair distribution function is short ranged, we have

K 2 = k 2 (1

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