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Do your online research and save the data obtained. I often print out the PRO research pages and save them in an POINTER appropriate binder for future use. Some Product suppliers are happy to probuilders save the files electronically, vide free information on the prodwhich is fine. With my personal system, ucts that they market. Check with the research is grouped by category and your local suppliers. After all, they stored for future reference. If a cusare most likely the people you will be tomer wants to know about roofing buying from. See what is selling materials, I have a binder for it. When best. They will be happy to tell you. the topic is low-water-usage plumbing Ask for brochures, installation fixtures, I have a binder for it. Not only instructions, Web sites, and so forth. do I have it; I have studied the material All of this information can go into and absorbed much of it. This enables your personal library. me to be knowledgeable when discussing sustainable building practices and materials. Product suppliers are happy to provide free information on the products that they market. Check with your local suppliers. After all, they are most likely the people you will be buying from. See what is selling best. They will be happy to tell you. Ask for brochures, installation instructions, Web sites, and so forth. All of this information can go into your personal library.

The primary objectives for this section are to present: (1) how to account for stochastic sources of error in state space dynamic system modeling; and, (2) how the mean and covariance of system errors propagate in linear stochastic systems. This section presents various results for linear, state space systems with random inputs that will be used throughout the remainder of the book.

Figure 17-9

Figure 9-1

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To get a snapshot of how exponentials of different bases work out, here s a trick to get the general idea. First, we determine the values of 1 to the powers of 4, 3, 2, 1, 0, 1, 2, 3, and 4. (That s right, the base is 1!) Then we do the same thing with the bases 2, e, and 10. Finally, we compare the values as shown in Table 29-1. For the bases 1, 2, and 10, all the results are exact. For the base e, we approximate everything to four decimal places except e 0, which is exactly 1.

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Due to its importancein fbrmulating and solving linear alsebraicequations. Chap. 8 provides a brief overviewof tnotrir algebru.Aside from coveling the rudimentsof matrix representation anclrnanipulation, cl.rapter the also describeshow man'icesare handledin MATLAB. Chttpter 9 is devotedto the most fundamentaltechniquefor solving linear algebraic systems: launching into a detailed GausseLimittolion.Before discussion this technique, of a pleliminary sectiondealswith simple methodsfor solving small systerns. These approaches presented provideyou witlr visualinsightandbecause oftlre rrrethodsare one to the elimination unknowns-represents basis Gauss of lbr the elimination. After this prelirr.rinary material,"naive" Gausseliminationis discussed. starl with We it this "stripped-down"versionbecause allows the fundarnental technique be elaborated to potential probon without complicating Then,in subsequent sections, discuss details. we lems of the naive appr-oirch presenta number of mocliflcations mjnirlize and cirto and cunlventtheseproblenrs. The fbcus of this discussion will be the process switching of rows,orpdrlial pit'oting.The chapter endswith a brief description eflicientmethods of fbr solving tridiagonal ntatrrces. how Gauss eliminationcanbe lbrmulatedas an LI) factoriZation. 10 illustrates Such solutiontechniques valuable1br caseswhere many right-hand-side are vectorsneed The chaoterends witlr a brief outline of how MATLAB solveslinear to be evaluated. s\/stet)-ls.

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