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ing, India s talent pool includes world-class biochemists, biologists, and other life scientists In 1986, the Indian government created the Department of Biotech nology to coordinate biotech research and development and distribute research funds among the country s 200 universities, 1,500 research in stitutes, and several hundred companies A series of initiatives followed this initial foray into biotech, such a government funded project to study genetic diseases and catalog the genetic diversity of the Indian popula tion According to gures from the Organization of Pharmaceutical Pro ducers of India (OPPI), these and other investments paid dividends in the form of about 400 biotech companies with a market of $25 billion as of 2001 This compares favorably with the $4 billion from informa tion technology outsourcing but is relatively modest compared with the over $30 billion generated from one of India s main exports decorative owers.

L a~~~PU(Xn) + L bg~1/J(xn) = 0

(5.2.14)

Private Sub ProcessEnter(ByVal sender As Object, _ ByVal e As SystemEventArgs) Handles NameTextBoxEnter DirectCast(sender, Control)BackColor = ColorBurlyWood End Sub

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The subscripts m, n denote indexing with the dense grid. In the method of PBTG, the surface fields on the dense grid are calculated. The matrix elements amn and bmn represent Green's function of the upper medium, while ag~ and bg~ represent Green's function of the lower medium of the lossy dielectric. We make the following three observations: (1) The Green's function in the lower region can have moderate to large attenuation. A medium with a large real part of dielectric constant is normally associated with a large imaginary part. Let k~ be the imaginary part of k 1 . Let Tmn be the distance between the mth and the nth parts. If k~Tmn > C, where C is a constant, the field interaction between the mth and the nth point is vanishingly small. We can define a distance limit as dictated by

attenuative loss:

(5.2.15)

outside of which the lower medium Green's function can be set equal to zero. In the simulation of this section, we let C be fixed at 1.5. Based on this observation, we calculate the left-hand sides of (5.2.14) as follows. We approximate a(l) mn bel) mn

~ bel)

The Leave event handler sets the background color back to its original color:

rmn:S; rz r mn 2:: rl rmn:S; rz r mn > rl _

Based on the modest gains since 1986, India has the potential to become a major force in the industry as a low-cost site to outsource drug development Demographics India is home to nearly 11 billion people occupying a space of only 300 million hectares, or roughly a third the size of the United States About two-thirds of the workforce is involved in agriculture, which accounts for a quarter of India s GDP Poverty, illiteracy, overcrowding, political instability, and pollution are major challenges to creating a sus tainable biotech industry In addition, about 52 percent of the population is literate and a quarter of the population is below the poverty line Only about 06 percent of the population is online Although biotech research is ongoing in universities and research centers across the country, the major activity is in New Delhi, Mumbai, Bangalore, and Hyderabad, as shown in Figure 7.

(5.2.16) (5.2.17)

L a~~pu(xn) + L b~~1{J(xn) = 0

(5.2.18)

Private Sub ProcessLeave(ByVal sender As Object, _ ByVal e As SystemEventArgs) Handles NameTextBoxLeave DirectCast(sender, Control)BackColor = _ ColorFromKnownColor(KnownColorWindow) End Sub

varying (spatial frequency limited) on the dense grid. Thus when performing matrix and column vector multiplication on the dense grid as indicated in (5.2.13), the Green's function of the upper medium is essentially constant over an interval of nl points on the dense grid. Thus we can write

1=1 1=1 1=1

(5.2.19) where I' = 1,2, ... , nl and the points with indexes rn mp and n mp are the middle points between the (rn + l)th point and the (rn + nl)th point and between the (n + l)th point and the (n + ndth point, respectively. What is done in (5.2.19) is that the surface fields on the dense grid are first averaged before multiplied by the upper medium Green's function. (3) The slowly varying nature of Green's function of the upper medium only applies to non-near-field interaction. For near-field interaction, Green's functions G and G l have roughly the same spatial rate of variation. Thus we need to separate out a distance, say 1>', outside of which Gl is much more rapidly varying than G. Within near field interaction for the upper medium Green's function, direct matrix and vector multiplication is performed. Based on the observations above, we decompose the upper medium

LamnU(Xn )

NOTE: The FromKnownColor method of the Color object allows you to specify a system color in this case, the standard Window color

(5.2.20)

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