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One of the most important properties of a chart is whether it is arithmetically scaled or logarithmically scaled. Now this may seem like a very esoteric, arcane subject, but it s really quite important. Let s see what this is all about with an example. 27

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E. B. Fernandez, R. Warrier: Remote Authenticator/Authorizer, in Proceedings of PLoP, 2003 E. B. Fernandez, J. Wu, M. H. Fernandez: User Group Structures in ObjectOriented Databases, in Proceedings of the 8th Annual IFIP W.G.11.3 Working Conference on Database Security, Bad Salzdetfurth, Germany, August 1994 M. G rtz, R. Ackermann, J. Schmitt, R. Steinmetz: Context-Aware Communication Services: A Framework for Building Enhanced IP Telephony Services, in Proceedings of 13th International Conference on Computer Communication and Networks (ICCCN 2004), Chicago, USA, October 2004

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First, Figure 2.1 shows an example of a stock which went from about six cents up to eight dollars, a huge 133-fold increase. Note that the chart is arithmetically scaled. Figure 2.2 shows the exact same stock in the same time period logarithmically (also called log ) scaled. What are some of the differences you see Generally speaking, the activity in 2002 and 2003 (when the stock was cheaper) is far more pronounced than in later years. On the arithmetic graph, 2002 and 2003 seem to be almost devoid of activity, whereas on the log graph, the stock is at its most dynamic. The reason for this is simple an arithmetic graph is constructed with the values of the y-axis (that is, the prices) equally spaced. The difference between 50 cents and $1.00 is the same as the difference between $10 and $10.50 or $100 and $100.50, for that matter. No matter what the price, the bars are scaled the same way. A log graph, however, represents percentage changes correctly. So if you took a ruler and measured the distance from 50 cents to $1.00, it would be the same as the distance between $100 and $200, because they are both movements of 100%. To be more direct about it, there is no reason you ever need to use an arithmetic graph when looking at a stock chart. It can badly misrepresent the movement of a nancial instrument (be it a stock, a future, or a mu-

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When you advance your images using the left and right areas of the 4-Way Controller while in Playback mode, Transition effects provide several options for how those images move on the LCD screen. Choose from: Off. Provides no effect. Fade. One image fades out before the next image fades in. Scroll. Images appear to move diagonally as they transition. Slide. A new image appears to move in front of the previous image.

FIGURE 2.2 The log scale represents price movement in terms of percentage change, which is far more appropriate for analysis.

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http://www.ietf.org/proceedings/00dec/slides/PKIX-1/

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