• Korean Journal of Logic
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• v.15 no.2
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• pp.251-272
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• 2012

Recently Professor Lee has suggested the analysis of the indicative conditional based on Sellars-Brandom's inferentialism. In this paper, I raise three questions. First, Professor Lee seems to misunderstand Sellars-Brandom in that he considers only the analytically valid arguments as materially valid inferences. Second, Professor Lee seems to misunderstand Sellars-Brandom in that whereas Sellars-Brandom talks about the common features of all kinds of conditionals including counterfactual conditionals, Professor Lee takes it as the analysis of the indicative conditional only. Third, either Professor Lee's analysis is incompatible with Sellars-Brandom inferentialism or his analysis is too general.

• Journal of the Korean Society of Earth Science Education
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• v.16 no.1
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• pp.56-71
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• 2023

The purpose of this study is to explore the role and effectiveness of argumentation structure and the developmental characteristics of science PCK with Earth science preservice teachers who used argumentation structure as a pedagogical reasoning tool. Since teachers demonstrate PCK in a series of pedagogical reasoning processes using argumentation structures, we explored the characteristics of future-oriented family resemblance-PCK shown by preservice science teachers using argumentation structures. At the end of the semester, we conducted in-depth interviews with 15 earth science preservice teachers who had experienced lesson design and teaching practice using the argumentation structure. Qualitative analysis including a semantic network analysis was conducted based on the in-depth interview to analyze the characteristics of preservice teachers' family resemblance-PCK. Results include that preservice teachers organized their classes systematically by applying the argumentation structure, and structured classes by differentiating argumentation elements from facts to conclusions. Regarding the characteristics of each component of the argumentation structure, preservice teachers had difficulty finding warrant, rebuttal, and qualifier. The area of PCK most affected by the argumentation structure is the science teaching practice, and preservice teachers emphasized the selection of a instructional model suitable for lesson content, the use of various teaching methods and inquiry activities to persuade lesson content, and developing of data literacy and digital competency. Discussed in the conclusion are the potential and usability of argument structure as a pedagogical reasoning tool, the possibility of developing science inquiry and reasoning competency of secondary school students who experience science classes using argumentation structure, and the need for developing a teacher education protocol using argumentation structure as a pedagogical reasoning tool.

• The Mathematical Education
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• v.62 no.4
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• pp.473-490
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• 2023

Previous studies from domestic and abroad are accumulating information on how to reason students' continuous changes through teaching experiments. These studies deal with scenes in which students who make 'smooth reasoning' and 'chunky reasoning' construct mathematical results together in teaching experiments. However, in order to analyze their results in more detail, it is necessary to check what kind of results a student reasoning in a specific way constructs for the tasks of previous studies. According to the need for these studies, the researcher conducted a total of 14 teaching experiments on one first-year high school student who was found to make 'chunky reasoning'. In this study, it was possible to observe a scene in which a student who makes 'chunky reasoning' constructs an output similar to 'a mathematical result constructed by students with various reasoning methods(smooth reasnoning or chunky reasoning) in previous studies.' In particular, the student who participated in this study observed a consistent construction method of constructing the function of 'time-speed' from the function of 'time-distance'. The researcher expected that information on this student's distinctive construction methods would be helpful for subsequent studies.

• Korean Journal of Logic
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• v.5 no.1
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• pp.1-26
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• 2001

컴퓨터라는 새로운 매체의 도입의 이점이 컴퓨터 매체의 제반 특성들을 잘 활용함으로써 학생들의 호기심을 유발하고 학생들의 학습 효과를 높일 수 있다는 데에만 국한되는 것은 아니다. 새로운 컴퓨터 매체의 도입은 논리학의 여러 중심 개념들 자체에 대한 이해의 심도를 증진시킴으로써 논리학을 새로운 영역으로 확대시켜 주기도 한다. 그 새로운 영역은 그림과 같은 비언어적 표상을 핵심적으로 포함한 추론, 즉 문자와 그림을 동시에 포함하는 이질적인 추론(heterogeneous reasoning)을 허용하는 영역이다. 논리학은, 정보가 어떻게 표상되든 상관없이, 정보 추출의 타당한 형태들에 관한 연구이다. 전통적으로 논리학자들은 정보 추출의 타당한 형태들의 매우 작은 부분(즉, 언어적 표상)에만 초점을 맞추었다. 그러나 컴퓨터 매체의 활용과 더불어 이제 논리학은 시각적 표상을 포함하여 다양한 표상들을 어떻게 사람들이 사용하는지 파악해야 한다. 이러한 과업의 성취를 위해, 구문론, 의미론, 논리적 귀결, 증명, 반례 등의 전통적 개념을 이러한 새로운 형태의 표상들을 수용할 수 있는 방식으로 확장하고 풍부하게 만들어야 한다. 그림 표상과 문자 표상을 함께 사용하는 추론 체계인 Hyperproof에 대한 연구는 이러한 확장된 논리 이론을 형성하는 데 기여한다.

• Journal of Korean Home Economics Education Association
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• v.21 no.2
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• pp.187-202
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• 2009

The purpose of this study was to develop a practical reasoning model for the 'parenthood' part of the 'marriage and child rearing' unit of high school first-grade technology & home economics based on the instruction objectives selected from 11 different kinds of textbooks, and to examine the effects of the model. Learning objectives and contents were selected, and a practical reasoning teaching model of six sessions was developed and implemented in class. The subjects in this study were students in five first-year classes in a high school located in the city of Icheon, Gyeonggi province. The effectiveness of the model was analyzed by conducting a survey on the students before and after its application. Assessments were also conducted on the lessons applied. Students who received instruction according to the practical reasoning model underwent a significant change, as they displayed higher scores in understanding the meaning of parenthood, preparation for parenthood, and the role of parenting. As a result of applying the model, it was found that the classes proved to be helpful to the students.

• Journal of the Korean Chemical Society
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• v.68 no.4
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• pp.205-220
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• 2024

This study aims to explore characteristics of pedagogical reasoning and action of beginning science teachers that naturally and spontaneously occurs in a professional learning community. Three novice middle school science teachers who majored chemistry education in A college of education, passed the examination for selecting secondary school chemistry teachers, and had a common goal of designing 8^th grade science lesson plan voluntarily created a professional learning community and had weekly meetings over a year. Main data sources included transcribed audio-recording of 11 meetings of three science teachers in a professional learning community. Data was analyzed using Shulman's pedagogical reasoning model that includes comprehension, transformation, instruction, evaluation, reflection, and new comprehension to identify characteristics and features of pedagogical reasoning in a professional learning community. Data analysis revealed that pedagogical reasoning in a professional learning community comprises not only preparation, representations, instructional selections, and adaptation but also evaluation, reflection, and new comprehension in transformation stage. Reflection in transformation stage leads teachers to be actively engaged in discussion and get new comprehension on each sub-component(preparation, representations, instructional selections, adaptation, and evaluation) of transformation stage.

• Journal of Educational Research in Mathematics
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• v.25 no.1
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• pp.21-58
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• 2015

The aim of this study is to look into the didactical background for teaching proportional reasoning in elementary school mathematics and offer suggestions to improve teaching proportional reasoning in the future. In order to attain these purposes, this study extracted and examined key ideas with respect to the didactical background on teaching proportional reasoning through a theoretical consideration regarding various studies on proportional reasoning. Based on such examination, this study compared and analyzed textbooks used in the United States, the United Kingdom, and South Korea. In the light of such theoretical consideration and analytical results, this study provided suggestions for improving teaching proportional reasoning in elementary schools in Korea as follows: giving much weight on proportional reasoning, emphasizing multiplicative comparison and discerning between additive comparison and multiplicative comparison, underlining the ratio concept as an equivalent relation, balancing between comparisons tasks and missing value tasks inclusive of quantitative and qualitative, algebraic and geometrical aspects, emphasizing informal strategies of students before teaching cross-product method, and utilizing informal and pre-formal models actively.

• Journal of Korean Home Economics Education Association
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• v.26 no.3
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• pp.17-34
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• 2014

This study aimed to examine the research trends and to suggest future research directions in teaching-learning methods for Home Economics education, by analyzing articles published in three major academic journals in the field. From each of the research studies, the teaching-learning method, the related content area, and the learning effect measures were quantitatively codified. The data were analyzed using frequency analysis and cross-tabulations. According to the results, the number of teaching-learning method studies steadily increased since 1998 and peaked in 2010 and 2011. The most frequently studied content areas were combinations of more than two content areas, and the most frequently studied teaching-learning method was the Content-Based methods, followed by Practical Thinking/Problem Solving, and IT-Based methods. The most frequently used measures of learning effect were Knowledge/Understanding, Attitudes toward Home Economics subject, General Attitudes/Competencies, and the Attitudes toward the Instructional Method, in the order of frequencies. The results of this study are expected to contribute to the teaching-learning method research and also provide implications to the documentation of Home Economics curriculum for secondary education.

• Journal of the Korean Society of Earth Science Education
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• v.15 no.1
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• pp.76-90
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• 2022

In this study, after applying the argument structure class design program for 20 preservice earth science teachers, we conducted individual in-depth interviews, analyzed the data, and derived a scientific argumentation PCK development model. The scientific argumentation PCK development model consists of three dimensions: Scientific argumentation PCK, PCK ecosystem, and reflective practice. Scientific argumentation PCK is demonstrated in the process of designing or executing classes using argumentation structures as an instructional reasoning tool. PCK ecosystem, consisting of the existing conventional PCK components, is a dimension surrounding the scientific argumentation PCK, and these two dimensions develop by interacting with each other. Reflective practice regulates each dimension and develops it in various ways by mediating the two dimensions of the scientific argumentation PCK and the PCK ecosystem. The conclusions drawn based on the results are as follows: First, preservice science teachers can demonstrate scientific argumentation PCK in the process of design and implementation of lessons using argumentation structures as a pedagogical reasoning tool. Second, it is necessary to develop the PCK for pedagogical reasoning tools such as scientific argumentation PCK in advance for the development of science teachers' PCK, since the scientific argumentation PCK can develop various components of the PCK ecosystem. Finally, it is necessary to use scientific argumentation PCK to support the preservice teacher's reflective practice, seeing that the scientific argumentation PCK promotes the development of PCK ecosystem components by inducing reflective practice.

• Korean Journal of Logic
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• v.15 no.2
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• pp.273-294
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• 2012

In my previous article "An Inferentialist Account of Indicative Conditionals" and "An Inferentialist Account of Indicative Conditionals and Hasuk Song's Objections", I argued that the so-called Uncontested Principle is not uncontestable. According to the Uncontested Principle, an indicative conditional '$A{\rightarrow}C$' logically implies a material conditional '$A{\supset}C$'. In his recent paper "On the Recent Controversies surrounding the Uncontested Principle" Wonbae Choi presents three objections to my claim. First, my denial of the Uncontested Principle implies rejecting modus ponens. Second, my denial of the Uncontested Principle is tantamount to taking the truth-conditions of an indicative conditional as weaker than those of a material conditional, which are usually taken to be the weakest among conditionals. Third, my view that we can warrantedly assert '$A{\rightarrow}C$' even when 'A ${\therefore}$ C' is inductively justified is based on a misunderstanding of the way in which indicative conditionals are justified. In this paper I argue that Choi's objections are all based on misunderstandings of my view. First, I do not deny the validity of modus ponens (as a form of deductive reasoning). Second, the fact that the inductive warrantability of 'A ${\therefore}$ C' does not imply the truth of '$A{\supset}C$' does not show that the truth-conditions of an indicative conditional is weaker than those of a material conditional. Third, Choi's claim that a contingent conditional '$A{\rightarrow}C$' is true only when 'C' can be deductively derived from 'A' in conjunction with a hidden premiss is not well grounded, nor does it fit the facts.