1,911 research outputs found

    Infideles Et Philosophi: Assent, Untruth, and Natural Knowledge of the Simple God

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    Victor Preller’s “reformulation” of St. Thomas has impacted many contemporary theologians and philosophers, among them, George Lindbeck, Stanley Hauerwas, Bruce Marshall, D. Stephen Long, Fergus Kerr, to name only a few. According to Kerr, Preller is responsible for bringing to the fore St. Thomas’s denial that unbelievers can be truly said to believe “God exists.” In particular, Preller draws our attention to ST II-II, q. 2, a. 2, ad 3. Seemingly, in light of this passage, all non-believers have a defect in cognition with respect to the simple God. As such, they cannot be said to believe “God exists” at all (totaliter). According to Preller, it suggests that pre-Christian pagan philosophers not only failed to know the existence of God, but that they could not in principle have known apart from the graces of special revelation and faith. By virtue of the Aristotelian axiom used by St. Thomas, which states, “to know simple things defectively is not to know them at all,” they were not merely wrong about God, but entirely ignorant of him. Given the impact of this interpretation, it is important that Preller has interpreted ST II-II, q. 2, a. 2, ad 3 rightly. I argue, however, that he has not. Preller’s inattentiveness to the context, as well as the specific meaning of certain terms, contributes to a misunderstanding. If we properly identify the infideles and determine the defectus cognitionis at issue, we see that St. Thomas is not claiming that the philosophers (philosophi) qua pagan per se suffer from the relevant defect. This would contradict the numerous affirmations of pagan philosophical knowledge of God found elsewhere in the corpus. Not suffering from this defect, they are not qua pagan ignorant of the existence of God. The philosophi are neither on St. Thomas’s radar in ST II-II, q. 2, a. 2, ad 3 nor necessarily (though potentially) guilty of the sort of defect in cognition that St. Thomas has in mind. Ultimately, this passage does not mean what Preller and others have taken it to mean. Consequently, it does not ground any denial of the possibility of pre-Christian pagan philosophical knowledge of God

    Letters (1984): Correspondence 58

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    Variable hydrology and salinity of salt ponds in the British Virgin Islands

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    Caribbean salt ponds are unique wetlands that have received little scientific attention. They are common features of dry Caribbean coastlines, but they are threatened by rapid coastal development. We compared hydrology and salinity of 17 salt ponds in the British Virgin Islands. Ponds were mostly hypersaline (>50 ppt), and they exhibited dramatic salinity fluctuations in response to rainfall and evaporation. Individual ponds varied in their mean salinities and thus experienced different ranges of salinity. Differences in mean salinity appeared to be linked with hydrological characteristics. Hydrological variation ranged from permanently inundated ponds with direct sea connection to those fully isolated from the sea and retaining water only after rainfall. We characterized groups of ponds by their major hydrological characteristics, particularly their period of inundation and their degree of connection with the sea. The resulting classification appeared to reflect a continuum of increasing isolation from the sea, concurring with published geological records from salt pond sediments elsewhere. The patterns of variability and succession described here are applicable to salt pond management interests throughout the Caribbean

    Differences in Beliefs Across a Series of Four Mathematics Content Courses

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    College students often ask questions such as, “Why do I have to take this class? Is there a point to it?” For Early Childhood Education (ECE) majors these questions may often take on a slightly different form, wondering, “How can I incorporate this information into my classroom?” or “Do I understand this well enough to teach this to my students?” It is especially important for pre- service teachers to feel confident working with the mathematical content that they are learning and for them to believe that they can successfully teach that same information to a group of students. Swackhamer, Koellner, Basile, and Kimbrough (2009) have called for additional research concerning “how content knowledge can support teacher efficacy along with increasing the knowledge of students” (page 75). The number of mathematics content courses provided to support the development of early childhood education majors understanding of mathematics varies across universities. Some wonder whether it is necessary to have a series of four mathematics content courses or if a fewer number of courses would suffice. This study is intended to determine if there is a significant difference in how pre-service teachers think about teaching mathematics at each stage of a progression of four-course content courses, as well as to determine if there seems to be a ceiling effect when students no longer feel these courses are continuing to improve their content knowledge and subsequent teaching ability. Cohen and Hill (2001) describe teacher beliefs as, “Teachers’ ideas about mathematics teaching and learning” and note that these beliefs may shape their teaching. One aspect of a teacher’s beliefs includes her sense of self-efficacy. Researchers have recognized teacher’s sense of self-efficacy as an important attribute of effective teaching which is related to positive teacher and student outcomes (Tschannen-Moran, Woolfolk Hoy, & Hoy; 1998). In this study we explore the effects of a series of four mathematics content courses on pre-service teachers’ beliefs about teaching mathematics and their own self efficacy beliefs. These classes were designed to improve understanding and self-efficacy in a subject that many students have the most difficulty with. Our study provides a snapshot of students from each of the four content courses in the series by exploring their beliefs about teaching mathematics and their own self-efficacy and beliefs they hold at the end of each course. References: Cohen, D. & Hill, H. (2001). Learning policy: When state education reform works. New Haven, CT: Yale University Press. Swackhamer, L.E., Koellner, K., Basile, C., & Kimbrough, D. (2009). Increasing the self- efficacy of inservice teachers through content knowledge. Teacher Education Quarterly, Spring, 63-78. Tschannen-Moran, M., Woolfok-Hoy, A., & Hoy, W. K. (1998). Teacher efficacy: Its meaning and measure. Review of Educational Research, 68(2), 202-248

    Paper 3: Differences in Beliefs Across a Series of Four Mathematics Content Courses

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    College students often ask questions such as, “Why do I have to take this class? Is there a point to it?” For Early Childhood Education (ECE) majors these questions may often take on a slightly different form, wondering, “How can I incorporate this information into my classroom?” or “Do I understand this well enough to teach this to my students?” It is especially important for pre- service teachers to feel confident working with the mathematical content that they are learning and for them to believe that they can successfully teach that same information to a group of students. Swackhamer, Koellner, Basile, and Kimbrough (2009) have called for additional research concerning “how content knowledge can support teacher efficacy along with increasing the knowledge of students” (page 75). The number of mathematics content courses provided to support the development of early childhood education majors understanding of mathematics varies across universities. Some wonder whether it is necessary to have a series of four mathematics content courses or if a fewer number of courses would suffice. This study is intended to determine if there is a significant difference in how pre-service teachers think about teaching mathematics at each stage of a progression of four-course content courses, as well as to determine if there seems to be a ceiling effect when students no longer feel these courses are continuing to improve their content knowledge and subsequent teaching ability. Cohen and Hill (2001) describe teacher beliefs as, “Teachers’ ideas about mathematics teaching and learning” and note that these beliefs may shape their teaching. One aspect of a teacher’s beliefs includes her sense of self-efficacy. Researchers have recognized teacher’s sense of self-efficacy as an important attribute of effective teaching which is related to positive teacher and student outcomes (Tschannen-Moran, Woolfolk Hoy, & Hoy; 1998). In this study we explore the effects of a series of four mathematics content courses on pre-service teachers’ beliefs about teaching mathematics and their own self efficacy beliefs. These classes were designed to improve understanding and self-efficacy in a subject that many students have the most difficulty with. Our study provides a snapshot of students from each of the four content courses in the series by exploring their beliefs about teaching mathematics and their own self-efficacy and beliefs they hold at the end of each course. References: Cohen, D. & Hill, H. (2001). Learning policy: When state education reform works. New Haven, CT: Yale University Press. Swackhamer, L.E., Koellner, K., Basile, C., & Kimbrough, D. (2009). Increasing the self- efficacy of inservice teachers through content knowledge. Teacher Education Quarterly, Spring, 63-78. Tschannen-Moran, M., Woolfok-Hoy, A., & Hoy, W. K. (1998). Teacher efficacy: Its meaning and measure. Review of Educational Research, 68(2), 202-248

    An examination of the ethical reasoning of future New Zealand accounting professionals

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    A high level of ethical reasoning and behaviour is integral to the professional status of accounting. The credibility of accounting professionals has been challenged with recent media exposure of fraud and misconduct cases, both overseas and within New Zealand. A concern that the accounting profession could lose its professional status has led to research in the area of moral psychology to gain information on appropriate methods for ensuring high ethical standards. This thesis examines the level of ethical reasoning of a sample of 201 accounting students, and the variables that affect their ethical reasoning. The accounting students within this study exhibited a significantly lower level of moral reasoning than in previous research concerning university students and non- university educated adults. Minority ethnic subjects exhibited lower levels of moral reasoning than New Zealand European subjects. The results suggested that cumulative ethics education can have a positive effect on the moral reasoning of students, however, some individual courses that contain ethics education may not be effective by themselves. Subjects classified as educational/career orientated, that is, individuals who work hard, enjoy learning, and have well defined goals, exhibited high levels of moral reasoning. Few subjects perceived the learning environment of the accounting programme to be intellectually stimulating and those who did exhibited low levels of moral reasoning. Female subjects exhibited higher levels of moral reasoning than males. The implications of the results with regard to the development of the accounting curriculum, codes of ethics and counselling services are discussed
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