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She has poor self-esteem, and is riddled with feelings of inadequacy Social Factors: Nicole lives and attends school in an urban environment Having moved to the city only recently, Nicole and her mother feel relatively isolated and feel tentative in a big city with significant crime and hustle bustle Nicole s relatives all live in distant cities, and her mother s work demands have limited their ability to make social or community connections Biopsychosocial Formulation and Plan: Nicole, who may or may not have a biological tendency toward anxiety, is certainly not benefitting from the high levels of caffeine she is consuming Caffeine may be contributing to some degree to her sleeplessness, low appetite, and possibly even her anxiety Most prominent, however, appears to be Nicole s sense of isolation in a new and intimidating environment and her necessary dependence on her single, full-time working mother.

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By staying home from school, Nicole (perhaps unconsciously) succeeds in securing her mother s presence, or at least the attention of a neighbor Nicole s school refusal may be inadvertently reinforced by the companionship and attention of her mother and neighbors, as well as by relief from the more challenging aspects of getting to school on public transportation and contending with school demands The lack of a secure social support network appears to be enhancing her dependency on her mother and generating fearfulness and school refusal Treatment should progress in a number of ways First, a behavioral program should be instituted whereby shaping is utilized to gradually reinforce Nicole s reentry to.

At resonance, the impedance of the parallel inductor, capacitor, and shunt resistor element is the value of the shunt resistance, Zjo o0 Rp

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smaller than 1) generally signal problematic multicollinearity (Myers, 1986) In the current example, the VIFs for all coef cients in Model 3 in Table 202 were inspected for signs of collinearities As all VIFs were well under 2, no such problems were evident Other problems are more unique to MLE The rst pertains to zero cell counts If the cross-tabulation of the response variable with a given categorical predictor results in zero cells, it will not be possible to estimate effects associated with those cells in a logistic regression model In an earlier article (DeMaris, 1995) I presented an example using the 1993 General Social Survey in which the dependent variable is happiness, coded 1 for those reporting being not too happy and 0 otherwise.

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Among categorical predictors, I employed marital status, represented by four dummy variables (widowed, divorced, separated, never married) with married as the reference group, and race, represented by two dummies (Black, other race), with White as the reference group Among other models, I tried to estimate one with the interaction of marital status and race The problem is that among those in the other race category who are separated, all respondents report being not too happy, leaving a zero cell in the remaining category of the response I was alerted that there was a problem by the unreasonably large coef cient for the other race separated term in the model and by its associated standard error, which was about 20 times larger than any other Running the three-way cross tabulation of the response variable by marital status and race revealed the zero cell.

An easy solution, in this case, was to collapse the categories of race into White versus non-White and then to estimate the interaction again If collapsing categories of a categorical predictor is not possible, it could be treated as continuous, provided that it is at least ordinal scaled (Hosmer & Lemeshow, 1989) A much rarer problem occurs when one or more predictors perfectly discriminate between the categories of the response Suppose, as a simple example, that all couples with incomes under $10,000 per year report violence, and all couples with incomes over $10,000 per year report being nonviolent In this case, income completely separates the outcome groups Correspondingly, the problem is referred to as complete separation When this occurs, the MLEs do not exist (Hosmer & Lemeshow, 1989).

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