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D Alonzo, K T, Stevenson, J S, & Davis, S E (2004) Outcomes of a program to enhance exercise self-efficacy and improve fitness in Black and Hispanic college-age women Research in Nursing and Health, 27, 357 369 Daly, J, Sindone, A P, Thompson, D R, Hancock, K, Chang, E, & Davidson, P (2002) Barriers to participation in and adherence to cardiac rehabilitation programs: A critical literature review Progress in Cardiovascular Nursing, 17, 8 17 Davis, C, Fox, J, Brewer, H, & Ratusny, D (1995) Motivations to exercise as a function of personality characteristics, age, and gender Personality and Individual Dif ferences, 19, 165 174 Deci, E L, & Ryan, R M (1985) Intrinsic motivation and selfdetermination in human behavior New York: Plenum Press Desharnais, R, Godin, G, & Jobin, J (1987).

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Motivational characteristics of EvaluLife and the Canadian Home Fitness Test Canadian Journal of Public Health, 78, 161 164 Dishman, R K (1982) Compliance/adherence in health-related exercise Health Psychology, 1, 237 267 Dishman, R K (1988) Supervised and free-living physical activity: No differences in former athletes and nonathletes American Journal of Preventive Medicine, 4, 153 160 Dishman, R K (1994a) Advances in exercise adherence Champaign, IL: Human Kinetics Dishman, R K (1994b) The measurement conundrum in exercise adherence research Medicine and Science in Sports and Exercise, 26, 1382 1390 Dishman, R K (2001) The problem of exercise adherence: Fighting sloth in nations with market economies Quest, 53, 279 294 Dishman, R K, & Buckworth, J (1996a) Adherence to physical activity In W P Morgan (Ed), Physical activity and mental health (pp 63 80) Washington, DC: Taylor & Francis Dishman, R K, & Buckworth, J (1996b).

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The rst environment variable should be named JAVA HOME and it should be set to the full pathname of the directory containing the J2SE s bin directory (this can be the parent directory of the bin directory within either the JDK or the JRE, but we recommend using the JDK directory if both are present on the system) The second environment variable is named OPENJMS HOME, and it should point to the OPENJMS HOME directory we just described (ie, the one named similar to openjms-076-rc3 or openjms-077-beta-1 ) 15222 Con guration Before we can use the software, we need to con gure it If we are using the latest release with the default con guration and using Derby as the database, then there is no real work to be done.

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Increasing physical activity: A quantitative synthesis Medicine and Science in Sports and Exercise, 28, 706 719 Dishman, R K, & Buckworth, J (1997) Exercise psychology In J M Williams (Ed), Applied sport psychology (2nd ed, pp 445 464) Mountain View, CA: Mayfield Dishman, R K, & Ickes, W (1981) Self-motivation and adherence to therapeutic exercise Journal of Behavioral Medicine, 4, 421 437 Dishman, R K, Motl, R W, Sallis, J F, Dunn, A L, Birnbaum, A S, Welk, G J, et al (2005) Self-management strategies mediate self-efficacy and physical activity American Journal of Preventive Medicine, 29, 10 18 Dishman, R K, Motl, R W, Saunders, R, Felton, G, Ward, D S, Dowda, M, et al (2004) Self-efficacy partially mediates the effect of a school-based physical-activity intervention among adolescent girls Preventive Medicine, 38, 628 636..

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alternative estimators is important and can make a substantial difference in the conclusions reached. The Theil-Sen Estimator There are many alternatives to least squares regression that offer important advantages, including the possibility of relatively high power. The immediate goal is to illustrate the potential advantages of just one of these methods with the understanding that arguments for other estimators can be made. The estimator discussed here was proposed by Theil (1950) and Sen (1968). For comments on the relative merits of some competing estimators, see Wilcox (in press). The Theil-Sen estimate of the slope is the value b that makes Kendall s statistic, between Yi bXi and Xi, (approximately) equal to zero. Alternatively, for any X i > X j , let Sij = (Yi Y j )/(X i X j ). That is, Sij is the slope of the line connecting the ith and jth points. Then b, the median of the Sij values, is the Theil-Sen estimate of the slope. The usual estimate of the intercept is M y bMx , where My and Mx are the sample medians corresponding to the Y and X values, respectively. (For results on extending this estimator to more than one predictor, see Hussain & Sprent, 1983; Wilcox, 1998.) Because power is related to the standard error of an estimator, an indirect comparison of the power associated with least squares, versus the Theil-Sen estimator, can be obtained by comparing their standard errors. Here, consideration is given to n = 20 with X and having one of four distributions: normal, symmetric with heavy tails, asymmetric with relatively light tails, and asymmetric with relatively heavy tails. The speci c distributions used are from the family of g-and-h distributions

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