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("A=FJL,"A=Fv) (JL =F v) (JL =F v)

(15.521

FIGURE 7.17 Clicking on the Pattern dropdown shows the patterns available for the trendline selected.

f" sin () + fvcos ()

cos () - sin ()

sin () cos ()

(15.531

where the matrix elements not displayed are unity along the diagonal and zew everywhere else. Now w(jLvl(}) is called the plane rotation in the plane JLV. It l~ easily verified that

You can use the Search box in the upper right corner of the Open dialog box to locate files. Simply locate and open the folder in which you believe the file was saved and type the file s name in the Search box.

w(JLvl(}) = w(vJLI - (}) wT(JLvl(})w(JLvl(}) = 1

(15.541

The properties of wand S( w) that are relevant to the solution of the Ising model are summarized in the following lemmas. *

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Understanding the mechanics of creating trendlines is important, but more important is the knowledge of how to apply trendlines well. Part of this comes from taking care to follow the rules cited earlier in this chapter about the properties of trendlines. But most of it comes from experience, and you can gain experience yourself or by learning about the experiences of others. This chapter seeks to help you with the latter. There is an adage about how a person can never step into the same stream twice, and the reason is that the stream is constantly changing. The markets are like that, which is why it is not possible to describe precisely what rules to follow when embellishing charts with drawn objects under all circumstances. You will gain pro ciency some may even say artistry about how you mark up your charts only through trial, error, and experience. This book has hundreds of different charts from actual market history to help save you some of the challenges of learning through only your experience. Study these charts and their commentary, not to seek unbendable rules about how trendlines are laid down, but to understand the different circumstances and nuances to charts and what they demand of your analytical skills. Figure 7.18 illustrates how charts are certainly not limited to one

If w(JLv I())

S"v( (}), then S"v((})

= e-l/2or.r,

Proof Since f"fv = - fvf" for JL =F v, (f"fv)2 = f"fvf"fv = -1. An identit\ analogous to (15.28) is

el/2orvr, e-l/2or.r,

e- 1/ 28r r ,

If a printer is connected to your computer, you can print your Office files. For example, you might distribute printouts of a file as handouts in a meeting. When you print a file, you have two options. You can send a file directly to the printer using the default settings or you can open the Office application s Print screen to change these settings. For example, you might opt to print just a portion of the file, print using a different printer, print multiple copies of a file, collate the printouts and so on. (Printer settings vary slightly among Office programs.)

e 1/ 20 (r.r,+r,r.)

(15.56)

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