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When you create a variable that stores string values, you have two types of information: string literal, which is comprised solely of words or characters from the alphabet; and numeric literal, data that contains numeric characters. You can use string literal data to dispense and retrieve text information. If you design a movie for a client who wants to password protect a site, you retrieve the password the user enters into an input text box and store the data in a variable. You can also use a string literal variable to store a person s name and display it when needed in a dynamic text box, a technique you were introduced to in the project in 7. When you see string literal data in ActionScript, it is surrounded by quotation marks; for example, customerName= Harry Smith , where customerName is the variable name and Harry Smith is the value of the variable. You can also create a new variable to combine (or concatenate as programmers refer to this) the contents of two or more variables. Listing 8-1 shows an example of this process in action.

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One of the most popular approaches is called Monte Carlo modeling, the name deliberately alluding to the roulette tables of that European capital of soidisant respectable gambling ( Las Vegas modeling might have been the name if US researchers had got there rst) In this approach, the probability distributions describing T, K, S, recharge and other input variables are assembled, and then.

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A historical overview of educational psychology Contemporary Educational Psychology, 1, 76 88 Creer, T L (2000) Self-management of chronic illness In M Boekaerts, P R Pintrich, & M Zeidner (Eds), Handbook of selfregulation (pp 601 630) San Diego, CA: Academic Press Dewey, J (1913) Interest and effort in education New York: Houghton Mif in Dewey, J, & Dewey, E (1915) Schools of tomorrow New York: Dutton Endler, N S, & Kocovski, N L (2000) Self-regulation and distress in clinical psychology In M Boekaerts, P R Pintrich, & M Zeidner (Eds), Handbook of self-regulation (pp 569 600) San Diego, CA: Academic Press Farley, F (1989) Challenges for the future of educational psychology In F Farley & M C Wittrock (Eds), The future of educational psychology (pp 19 29) Hillsdale, NJ: Erlbaum Gage, N L (1964) Theories of teaching In E R Hilgard (Ed.

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), Theories of learning and instruction (63rd yearbook of the National Society for the Study of Education, Pt 1, pp 268 285) Chicago: University of Chicago Press Garcia, T, & Pintrich, P R (1994) Regulating motivation and cognition in the classroom: The role of self-schemas and selfregulatory strategies In D H Schunk & B J Zimmerman (Eds), Self-regulation of learning and performance: Issues and educational applications (pp 127 153) Hillsdale, NJ: Erlbaum Glazer, R (1962) Training research and education Pittsburgh, PA: University of Pittsburgh Press Glover, J A, & Ronning, R R (1987) Historical foundations of educational psychology New York: Plenum Press Good, T L, & Levin, J R (2001) Educational psychology yesterday, today, and tomorrow: Debate and direction in an evolving eld Educational Psychologist, 36(2), 69 72 Grinder, R E (1989) Educational psychology: The master science In F Farley & M C Wittrock (Eds.

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participants or in treatment implementation, relying perhaps on qualitative data from interviews or observations This technique is analogous to the extreme case analysis employed by some qualitative researchers Fourth, in cases in which multilevel modeling is appropriate (eg, Bryk & Raudenbush, 1992), similar exploratory analyses can be carried out to assess whether higher order variables moderate the treatment effect For example, in a reading-intensive math program introduced to some but not all classes within several schools, one might use school-level variables to probe for possible moderators (eg, Seltzer, 1994) Fifth, techniques for classi cation can be applied in an exploratory fashion For example, one might use background data on clients in a cluster analysis to see if distinct groups of program clients emerge.

), The future of educational psychology (pp 3 18) Hillsdale, NJ: Erlbaum..

Figure 18.2 and 6.)

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