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Dreamweaver CS4 Bible can take you from raw beginner to full-fledged professional if read cover to cover. However, you re more likely to read each section as needed, taking the necessary information and coming back later. To facilitate this approach, Dreamweaver CS4 Bible is divided into seven major task-oriented parts. After you re familiar with Dreamweaver, feel free to skip around the book, using it as a reference guide as you increase your own knowledge base. The early chapters present the basics, and all chapters contain clearly written steps for the tasks you need to perform. In most chapters, you encounter sections labeled Dreamweaver Techniques, completely rewritten for this version of the Dreamweaver Bible. Dreamweaver Techniques are stepby-step instructions for accomplishing specific Web designer tasks; taken together, the Dreamweaver Techniques constitute an entire how-to course. These step-by-step instructions are self-contained in each chapter, so you re free to explore them in any order you choose. You ll find all the practice files for working on the Techniques on the Web site, both as starting points and as completed files. Naturally, you can also use the Dreamweaver Techniques as stepping stones for your own explorations into Web page creation. You ll find yet another cool addition to the Dreamweaver Bible on the Web site: interactive simulations for each Dreamweaver Technique. Created by master trainer Mark Fletcher with Adobe Captivate, these simulations give you the opportunity to practice all the steps in each Technique. As my dad used to say, Get it in your hand and you ll get it in your head. The Web site also offers a vast number of additional Dreamweaver server behaviors, objects, commands, and other extensions, in addition to relevant code from the book.

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become activated when the siRNA unfolds (Figure 2.11(d)) and the activated RISCs then target mRNA transcripts through complementary base pairing (Figure 2.11(e)). If transcripts containing the appropriate complementary sequences are found, they are cut or the RISC binds to the transcript to prevent translation of the transcript at the ribosome (Figure 2.11(f)). In some organisms a spreading effect has been found, whereby the cut mRNA is copied to form secondary siRNA for use in RISCs. This copy process is used to explain why introducing a sense RNA strand can also lead to gene silencing. However, for effective gene silencing, dsRNA is rarely used, since such strands can trigger an anti-viral response from the immune system leading to the cell s death. Instead, siRNA is currently used to silence genes. Such siRNA can be produced synthetically and injected into cells, or they can be transported into the cell with the help of viral vectors (safe viruses that have been genetically engineered to contain a DNA sequence which, when inserted into a cell and transcribed, produce the siRNA). Current research points to whole genome functional analysis being possible in the near future, where all genes are individually screened by siRNA and the resulting transcriptomes and proteomes measured to identify the effects. It is currently unclear as to exactly what sort of bioinformatics resource will be needed to support systematic functional analysis of genomes. Also, current research into RNA interference (RNAi) technology is directed towards ghting viral diseases (the production of siRNA that prevents viral mRNA from being translated) and silencing cancer-associated genes (e.g. siRNA to silence cell division). Many of these problems are so complex that standard modelling and simulation tools may not be adequate. Novel methods and techniques may have to be developed to take bioinformatics into the next generation.

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SECTION 6.4. Short Impulses. Dirac s Delta Function. Partial Fractions, page 241 Purpose. Modeling of short impulses by Dirac s delta function (also known as unit impulse function). The text includes a remark that this is not a function in the usual sense of calculus but a generalized function or distribution. Details cannot be discussed on the level of this book; they can be found in books on functional analysis or on PDEs. See, e.g., L. Schwartz, Mathematics for the Physical Sciences, Paris: Hermann, 1966. The French mathematician LAURENT SCHWARTZ (1915 2002) created and popularized the theory of distributions. See also footnote 2. Main Content Definition of Dirac s delta (3) Sifting property (4) Transform of delta (5) Application to mass spring systems and electric networks More on partial fractions (Example 4) For the beginning of the discussion of partial fractions in the present context, see Sec. 6.2. SOLUTIONS TO PROBLEM SET 6.4, page 247 2. The subsidiary equation is (s 2 2s 2)Y 1 1 1 s 5e

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