Every year 33,000 women die of cervical cancer in Latin American and the Caribbean. Cervical cancer has been the leading cause of potential years of life lost in Chile. Identifying factors that increase Pap test adherence will be extremely useful for developing interventions to increase the use of the Pap test and to reduce the prevalence of cervical cancer. The purpose of this study was to develop and validate a questionnaire to examine women's beliefs about cervical cancer and the Pap test in Chilean women. The questionnaire, developed following the guidelines by Robert de Vellis, is based on the Health Belief Model. The content validity index was 0.93 after 10 Chilean expert's review. A cross-sectional design was implemented to validate the questionnaire. The sample included 333 women recruited from a women's health care center in Santiago, Chile. Exploratory factor analysis was used to evaluate validity and coefficient alpha to evaluate reliability. After six models were computed, the questionnaire was reduced from 53 to 28 items. The new questionnaire,"CPC-28" includes six domains: the barriers domain to take a Pap test considers problems related with a health care center, lack of knowledge and time, being afraid, and embarrassment; the cues to action domain considers cues from family, the health care professional, friend and media; the severity domain considers cervical cancer as a serious problem, the possibility to have a hysterectomy, radiation and chemotherapy, and to die from this disease; the susceptibility domain to take a Pap test considers symptoms, having children, and intercourse; the susceptibility to cervical cancer domain considers the risk to have the disease, age, and possibility to die; and the benefit domain includes to save a life, feel good, and to take care of health. An unexpected salient factor "need to have a Pap test" was found as part of the susceptibility domain. This finding is an important topic for future research. The CPC-28 questionnaire explained 49% of the total variance, and the reliability was .735. It was concluded that the CPC-28 questionnaire will have important implications on research, educative, and administrative role of nursing.

No description available.

In this study the relation between parenting and the development of prosocial reasoning in children ages 9-13 years was examined. Domains of socialization (Grusec & Davidov, 2010) were used as the framework to categorize parent/child interactions and as the foundation to create two new measures, one to organize mothers’ endorsement of specific kinds of parent/child interactions, the other to organize the kinds of reasons children provide for prosocial behavior. Maternal and child Openness (John & Srivastava, 1999) were associated with parent/child interactions that are characterized by perspective taking and therefore likely to contribute to the development of a child’s internalized reasoning. There was a negative relation found between mother/child interactions that are likely to promote the development of internalized-reasoning (Deci & Ryan, 1989) and a child’s externally based prosocial motivation (Ryan & Connell, 1989). This suggests that specific types of interactions will lead to the development of internalized prosocial reasoning.

No description available.

Thesis (Ph. D.)--University of Adelaide, 1985. / Typescript (Photocopy). Includes bibliographical references (leaf 75).

Thesis (Ph. D.)--University of Wisconsin, 1964. / Typescript. Vita. eContent provider-neutral record in process. Description based on print version record.

We prove the existence and nonexistence of radial solutions of singular semilinear equations Δu + k(x)f(u)=0 with boundary condition on the exterior of the ball with radius R>0 in ℝ^N such that lim r →∞ u(r)=0, where f: ℝ \ {0} →ℝ is an odd and locally Lipschitz continuous nonlinear function such that there exists a β >0 with f <0 on (0, β), f >0 on (β, ∞), and K(r) ~ r^-α for some α >0.

An unusual behavior of anaphors is to occur in embedded subject positions and bebound across a finite clause boundary by a matrix subject. This thesis, however, demonstrates that such constructions exist in Malki Arabic, besides other languages. First, this thesis shows that the clause size of the embedded clause in which subject anaphors are allowed is CP and not always a TP. Second, in light of current reductionist approaches to binding domains of the classical binding theory to phase theory, a cross-clausal binding relation bears issues to those approaches, as a long-distance antecedence relation crosses a phase boundary. Taking long-distance bound subject anaphors as the main empirical focus in this thesis, I show that the cross-clausal binding relation in Malki Arabic is not bona fide evidence against reducing binding domains to phases. Following Wurmbrand (2019) and Lohninger et al. (2022), I propose that constructions with long-distance bound subject anaphors theoretically resemble cross-clausal A-dependencies, like hyperraising and long-distance agreement, for undergoing movement to a position in the edge of the embedded clause and showing similar properties. Third, I show that reducing binding domains to whole phases is plausible, but taking spell-out domains as binding domains is untenable. Finally, the proposal suggested in this thesis also sheds lights on the possibility of the anaphor agreement effect as an interface condition, in addition to highlighting an account for the accusative-marked embedded subject in Modern Standard Arabic.

No description available.

Greatest common divisor domains, Bezout domains, valuation rings, and Prüfer domains are studied. Chapter One gives a brief introduction, statements of definitions, and statements of theorems without proof. In Chapter Two theorems about greatest common divisor domains and characterizations of Bezout domains, valuation rings, and Prüfer domains are proved. Also included are characterizations of a flat overring. Some of the results are that an integral domain is a Prüfer domain if and only if every overring is flat and that every overring of a Prüfer domain is a Prüfer domain.