On Alternative Geometries,Arithmetics, and Logics; a Tribute to Łukasiewicz

The paper discusses the similarity between geometry, arithmetic, and logic, specifically with respect to the question of whether applied theories of each may be revised. It argues that they can - even when the revised logic is a paraconsistent one, or the revised arithmetic is an inconsistent one. Indeed, in the case of logic, it argues that logic is not only revisable, but, during its history, it has been revised. The paper also discusses Quine's well known argument against the possibility of logical deviancy.     

Monotonicity in Practical Reasoning

Classic deductive logic entails that once a conclusion is sustained by a valid argument, the argument can never be invalidated, no matter how many new premises are added. This derived property of deductive reasoning is known as monotonicity. Monotonicity is thought to conflict with the defeasibility of reasoning in natural language, where the discovery of new information often leads us to reject conclusions that we once accepted. This perceived failure of monotonic reasoning to observe the defeasibility of natural-language arguments has led some philosophers to abandon deduction itself (!), often in favor of new, non-monotonic systems of inference known as `default logics'. But these radical logics (e.g., Ray Reiter's default logic) introduce their desired defeasibility at the expense of other, equally important intuitions about natural-language reasoning. And, as a matter of fact, if we recognize that monotonicity is a property of the form of a deductive argument and not its content (i.e., the claims in the premise(s) and conclusion), we can see how the common-sense notion of defeasibility can actually be captured by a purely deductive system.     

Argumentation and Evidence

This essay explores the role of informal logicand its application in the context of currentdebates regarding evidence-based medicine. This aim is achieved through a discussion ofthe goals and objectives of evidence-basedmedicine and a review of the criticisms raisedagainst evidence-based medicine. Thecontributions to informal logic by StephenToulmin and Douglas Walton are explicated andtheir relevance for evidence-based medicine isdiscussed in relation to a common clinicalscenario: hypertension management. This essayconcludes with a discussion on the relationshipbetween clinical reasoning, rationality, andevidence. It is argued that informal logic hasthe virtue of bringing explicitness to the roleof evidence in clinical reasoning, and bringssensitivity to understanding the role ofdialogical context in the need for evidence inclinical decision making.     

专家-熟手-新手型教师教学策略与成就目标、人格特征的关系研究

该研究对不同类型教师的教学策略、成就目标和人格特征的关系进行了探讨,结果表明,新手型教师的教学策略与成绩目标存在显著的负相关,其中成绩——回避目标是其教学策略的有效预测变量,而熟手型教师和专家型教师则与任务目标存在显著的正相关：精神质是新手型教师教学策略的有效预测变量,内外向是熟手型教师教学策略的有效预测变量,而专家型教师的神经质对其教学策略存在着重要的影响。     

Intuitionistic Autoepistemic Logic

In this paper we address the problem of combining a logic with nonmonotonic modal logic. In particular we study the intuitionistic case. We start from a formal analysis of the notion of intuitionistic consistency via the sequent calculus. The epistemic operator M is interpreted as the consistency operator of intuitionistic logic by introducing intuitionistic stable sets. On the basis of a bimodal structure we also provide a semantics for intuitionistic stable sets.     

The myth of science education

It is argued that the manner in which we teach science in the high schools represents an outdated positivistic conception of science. The standard presentation of a year of each of chemistry, biology and physics should be replaced by an integrated science plus history, philosophy, and sociology of science which would take a total of three years to complete. A proper appreciation for the true nature of science is essential to the continued health of the scientific enterprise.     

Teaching simple addition to children with mental retardation using a microcomputer

Computer assisted instruction (CAI) was used for improving the efficiency of simple addition (single-digit without carrying) computation in three children with mental retardation. The training program, conducted on a portable personal computer, consisted of demonstrations and repetitive practices on simple addition presented in a vertical format. A number of behavioral instruction techniques such as direct feedback, corrective demonstration, verbal association, and token reinforcement were also included. To evaluate the effects of the CAI package, a multiple-baseline across subjects design with followup was employed. Results showed that performances of children improved with training and were maintained at 1-week, 4-week, and 12-week followups. Generalization of the learned skills was evident when children were assessed on a paper-and-pencil addition test in a vertical format. The skills were also transferable, with initial prompting, to a computerized addition test in a horizontal format. These findings reaffirmed the applicability of CAI and behavioral techniques for teaching math skills to children with mental retardation.     

Teaching Oppressive Texts

Scholars have identified the many stories in the Bible that are oppressive to women or other minoritized groups. It is remarkable how common it is that North American undergraduate students remain blind to the oppression that is depicted and that is too often the result of commonly accepted interpretations of these texts. Three brief essays collected here, originally presented as part of a panel at the Society of Biblical Literature annual meeting (Atlanta, 2010), present various teaching strategies for exposing the oppressive elements in the biblical text and showing how the oppression operates (an aspect of ideological criticism). What are good strategies for communicating these hard points to students in a way they can hear them and work with them? Why is this important to do?     

CBL、PBL及Seminar结合的立体教学模式的应用和思考——临床医学八年制呼吸科床旁教学实践中的应用

临床医学八年制内科学床旁教学应用传统的教学模式及基于案例的学习（CBL）单一教学方法难以满足教学要求.将CBL与基于问题的学习（PBL）及研讨会（Seminar）结合的立体教学模式应用于呼吸科的床旁教学实践中,激发了学生学习的积极性、创新性,培养了学生良好的团队合作精神和临床思维模式,提高了学生们解决临床问题的能力,并能加深师生互动交流,达到教学相长的目的.