SEX DISCRIMINATION AND AFFIRMATIVE ACTION IN FACULTY SALARIES

A counterfactual model is used to determine if sex discrimination in salaries existed at Illinois State University. The analysis makes use of detailed peer evaluations of each faculty members's productivity in scholarly productivity, teaching, and service. The model is extended to examine the effects of Affirmative Action salary increments given female faculty members. Evidence of sex discrimination in salaries against female faculty is found. The Affirmative Action salary program erased this discrimination and introduced statistically significant discrimination against male faculty.     

How strategic decisions are made

The aim of this article is to shed some light on how strategic decisions and actions occur in organizations. The fundamental argument is that the traditional literature fails to provide an adequate understanding of how such decisions are made and that a new focus is needed. Drawing on organizational theory, the author approaches a new focus on decision-making, having the first described the traditional approaches.     

Residential Differences in Filial Responsibility Expectations Among Older Persons1

Abstract This study examines variation in filial responsibility expectations-the extent to which adult children are expected to assist and care for their aging parents-among a sample of 440 older persons. The analysis focuses on the relationship of filial responsibility expectations to residential location and tests the hypothesis that older rural residents have higher expectations for assistance from their children than do older urbanites. Current residential location is found to have little impact on expectations, but older persons who were raised in rural areas, particularly on farms, have significantly higher expectations for filial assistance than do older persons from urban backgrounds. Possible consequences of these patterns for the transmission of expectations from parents to children are discussed.     

Statistical morphology

This paper first introduces a parametric model for the generation of stationary random correlated binary sequences. The parameters of the model include the probability that a pixel is a binary one pixel and the length of the structuring element which dilates the initially spatially uncorrelated sequence. The spatial statistics of such eroded, dilated, opened and closed correlated binary sequences are derived in terms of the spatial statistics of the input binary sequence. Understanding of such one-dimensional processing is a precondition for understanding what happens in the more interesting two- dimensional case.     

Social services and social support: blended programs for families at risk of child maltreatment

Social support, increasingly put forth as a fundamental in helping multiproblem families to avoid placement, is a complex construct not easy to define and far more difficult to carry out conceptually and practically. This article describes four family support programs that illustrate certain common denominators for implementation.     

Analysis of a complex decision situation — The Simpsons/Simpsons-Sears merger proposal

Many of the decision situations that arise in modern organizations are very complex. Conventional methods of decision analysis have only limited applicability in these situations. This paper describes a method that can be used as an aid to decision making in such situations where interactions between the parties involved are an important factor. The method is illustrated by reference to a recent situation in which there was competition between a number of participants with regard to the future of the firm of Simpsons Ltd of Toronto. The analysis described illustrates the application of a step-by-step procedure that can be used by participants in the analysis of such situations.     

Placement stability for adolescents in foster care: findings from a program experiment

Increased stability in foster care placements for adolescents who had multiple placement failures and who were alienated from family and other social institutions is reported as the outcome of a demonstration placement-planning and support service in a public agency. Other positive findings are described.     

Families of Hadamard group divisible designs

By a family of designs we mean a set of designs whose parameters can be represented as functions of an auxiliary variable t where the design will exist for infinitely many values of t. The best known family is probably the family of finite projective planes with υ = b = t² + t + 1, r = k = t + 1, and λ = 1. In some instances, notably coding theory, the existence of families is essential to provide the degree of precision required which can well vary from one coding problem to another. A natural vehicle for developing binary codes is the class of Hadamard matrices. Bush (1977) introduced the idea of constructing semi-regular designs using Hadamard matrices whereas the present study is concerned mostly with construction of regular designs using Hadamard matrices. While codes constructed from these designs are not optimal in the usual sense, it is possible that they may still have substantial value since, with different values of λ₁ and λ₂, there are different error correcting capabilities.