Intentaré primero decir qué significa "progreso" y "progresismo" en el uso que habitualmente se hace de estos términos hoy ; trataré, en segundo lugar, de ofrecer los referentes fundamentales que componen la idea de progreso para, desde ahí, hacer ver la incoherencia de ciertos progresismos hodiernos ; a continuación presentaré el vínculo histórico entre la idea de progreso y la religión judeo-cristiana. Entonces veremos el proceso de secularización moderno y su mentalidad progresista como una "mundianización" (legítima y ambigua al tiempo) (...) de la visión judeo-cristiana del mundo y de la historia. Al final, ofreceré alguna reflexión sobre lo que considero legítimo e ilegítimo en la actitud progresista. (shrink)

L'A. se penche sur la pensée de saint Thomas d'Aquin pour en lever les ambiguïtés apparentes, notamment au sujet de l'âme. Il définit cette dernière comme forme du corps mais elle subsiste en elle-même. Comprendre se fait sans organe corporel en la conversio ad phantasma. L'abstraction appréhende la forme pure et aussi l'essence avec la matière commune. La substance est à la fois individuelle et universelle. La conversio ad phantasma décrit l'abstraction initiale. L'A. définit ainsi aussi l'intelligere, la ratio et (...) l'intellectus en en levant les ambiguïtés. Saint Thomas d'Aquin passait facilement d'un ordre à l'autre, essentiel ou existentiel, parce que dans sa vision hiérarchique de l'univers chaque unité se transcende vers une unité ultérieure jusqu'à ce que Dieu soit atteint. (shrink)

This paper explores the nature of the language used when teaching mathematics to young children. It proposes that an important part of the teaching of a mathematical concept is the introduction of specific terminology. Children may need to be taught new meanings for already familiar words. The timing of these introductions to new words or meanings is critical to their understanding of the concepts being taught. It will be argued that there are two aspects of the children's learning that need (...) to be considered. First, their understanding of the concept being introduced, and secondly, their learning the appropriate word to describe that concept. By assessing children's understanding of new mathematical concepts through their own use of the terminology, the teacher can then negotiate new meanings with them through practical experiences, introducing new word meanings only when the concepts have been understood. (shrink)

Does a pharmacist have a right to refuse to fill certain prescriptions? In this paper, I examine cases in which an employee might refuse to do something that is part of his or her job description. I will argue that in some of these cases, an employee does have a right of refusal and in other cases an employee does not. In those cases where the employee does not have a right of refusal, I argue that the refusals are just (...) cause for termination of employment. I argue that there are moral principles that support the different outcomes in the cases under consideration. I turn to pharmacy cases at the end of the paper and argue that they are analogous to cases where an employee does not have a right of refusal and thus fall under the principle that refusing to fill birth control prescriptions constitutes just cause for termination. (shrink)