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At the forefront of scienti c research in agricultural biotech is the explo ration of methodologies that enable scientists to develop high nutrition food and vehicles for drug delivery with the precision and predictability of traditional manufacturing processes. The agricultural biotech industry has the technology to remove proteins from staple crops that cause allergic re sponses in some consumers and to add extra genes to sh to allow them to grow faster and survive in colder climates, these successes are exceptions. The technology to impart genes from one species to another is relatively mature, but genetic operations on plants and animals are failures because of our lack of knowledge of their genomes and the proteins de ned or reg ulated by particular genes. It s possible that adding a gene from a little-known species of toad in South America to the genome of chickens, for example, will result in birds with fewer feathers that are cheaper to process. However, without knowledge of the toad s existence, much less the sequence of the toad s genome, researchers would likely fail in their search for a gene with the same effect. One solution to this dilemma is to sequence the genome of known life on the planet and to catalog the ndings in nucleotide and biomedical literature databases. In this way, a scientist could easily search for a trait and identify the source of the required genetic material. Furthermore, once most life on the planet is cataloged in this way, the discovery process of drug development should be streamlined as well. At that time, food and medicine will be interchangeable, following the tra dition of Chinese medicine.

The MDI parent form may need to perform operations on all the displayed MDI child forms For example, the Close All option in the Windows menu needs to call the Close method on each of the displayed MDI child forms To loop through all the open MDI child forms, use the MdiChildren collection of the MDI parent form as follows:

(5.5.29)

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where (2n - 2)!! = 2 x 4 x ... x (2n - 2), (2n - 3)!! = 1 x 3 x ... x (2n - 3), and (-I)!! = 1. The above spectrum becomes a Gaussian spectrum when the power index of n goes to infinity and is very similar to the spectrum with an exponential correlation function when n is one. The parameters hand l are supposed to be the rms height and correlation length in the above spectrum, respectively. But if we compare the power-law spectrum with a power index of one with the spectrum of the exponential correlation function, we find that the real correlation length of power-law spectrum is actually yl7flj2 . This can be seen by rewriting the power-law spectrum with the power of 1 as:

2 W(k) = h (yl7flj2)

1 1 + k 2 (yl7flj2)2

This particular code loops through all the child forms and closes them If you use the MDI Parent Form template to create your MDI parent form, your code already includes this loop in the event procedure for the Close All option in the Windows menu

(5.5.30)

Thus, a coefficient varying with the power index is needed and introduced to overcome this problem. The modified power-law spectrum is the following:

(5.5.31)

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