• Title/Summary/Keyword: primary social/communicative skills

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Improving the Social/Communicative Skills for Mentally Challenged Children with Peer Relationship Difficulties (또래관계 형성이 어려운 아동의 기초 사회/의사소통 기술 향상 연구 : 사회적 유능성 증진 프로그램을 통하여)

  • Chung, Kai Sook;Park, Myung Hwa;Kim, Jeong-Hye
    • Korean Journal of Child Studies
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    • v.24 no.4
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    • pp.123-142
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    • 2003
  • This study examined the effectiveness of a social competence program for mentally challenged(IQ 58-74) and/or somewhat autistic 6- and 7-year old children with peer relationship difficulties. The Hierarchical Model of Social Competence by Guralnick(1992) provided the framework of the experimental program. The intervention consisted of 16 sessions: 2 intervention teachers implemented each session for 90 minutes once a week. Target behaviors were to initiate interactions with others, to respond to behaviors of teachers and peers, to participate in group activities, and to express their needs to others with speech. Data on the frequencies of target behaviors, the behavior episodes and parent reports were analyzed. Most of children became to be more sociable, although there were individual differences in the changes in target behaviors.

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Korean University Students' Progress in Developing Social Interaction with Native Speakers in the UK

  • Back, Ju-Hyun
    • English Language & Literature Teaching
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    • v.15 no.3
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    • pp.1-31
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    • 2009
  • Although Korean university students' primary concern is academic success in their higher degrees in the UK, they highly desire to develop English communicative competence through a number of opportunities to speak with natives speakers. The paper aims at examining to what extent they are able to be socialised into a new environment while they are studying at UK universities. The in-depth, longitudinal interviews with the targeted group of six Korean masters' students at the University of York was undertaken to observe the pace of their progress in developing social skills. Reluctance and hesitance to contact and interact with their supervisors and other academic staff persisted for most of them to the final term caused by cultural reasons such as face and hierarchy rather than language problems. Despite the six participants' variation in their patterns of social interaction, they struggled with pressures towards monoculture-biased interaction with Korean people, which was quite extreme for the five participants. This passivity can be explained by several reasons such as the students' lack of communicative competence and other situational factors on one-year course. It is important to note that students' failure to develop network with native speakers is strongly associated with experience of cultural withdrawal and frustration with developing communicative competence in English.

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Effects of Mathematical Justification on Problem Solving and Communication (수학적 정당화가 문제 해결과 의사소통에 미치는 영향)

  • Jeong, In Su
    • Education of Primary School Mathematics
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    • v.16 no.3
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    • pp.267-283
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    • 2013
  • Mathematical justification is the process through which one's claim is validated to be true based on proper and trustworthy data. But it serves as a catalyst to facilitate mathematical discussions and communicative interactions among students in mathematics classrooms. This study is designed to investigate the effects of mathematical justification on students' problem-solving and communicative processes occurred in a mathematics classroom. In order to fulfill the purpose of this study, mathematical problem-solving classes were conducted. Mathematical justification processes and communicative interactions recorded in problem understanding activity, individual student inquiry, small and whole group discussions are analyzed. Based on the analysis outcomes, the students who participated in mathematical justification activities are more likely to find out various problem-solving strategies, to develop efficient communicative skills, and to use effective representations. In addition, mathematical justification can be used as an evaluation method to test a student's mathematical understanding as well as a teaching method to help develop constructive social interactions and positive classroom atmosphere among students. The results of this study would contribute to strengthening a body of research studying the importance of teaching students mathematical justification in mathematics classrooms.

Formation Of Tolerance Of Higher Education Seekers As The Main Feature Of A Modern Specialist

  • Fabian, Myroslava;Kuzmenko, Nadiia;Zamrozevych-Shadrina, Svitlana;Perevozniuk, Viktoriia;Tolcheyeva, Tetiana;Kramarenko, Iryna
    • International Journal of Computer Science & Network Security
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    • v.22 no.5
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    • pp.289-293
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    • 2022
  • "Tolerance" is considered as an important professional quality of a modern specialist, which is manifested in an active moral position and readiness for constructive interaction with other participants in the pedagogical process; characterized by the manifestation of humanity, tolerance, friendliness, focus on resolving conflict situations in the professional sphere on a non-violent basis. The article considers scientific approaches to understanding the phenomenon of "tolerance". There are a number of factors that significantly affect the formation of tolerance in students. The way to the formation of tolerance is the rejection of social prejudices, negative social stereotypes, the development of an objective attitude to man regardless of his individual characteristics, the formation of skills of tolerant interpersonal interaction, the use of lectures, discussions, games and training in educational work. The purpose of this article is to highlight communicative tolerance as a necessary component of pedagogical practice of future professionals. It was emphasized that tolerance is the basis of religious tolerance and peace, prevention of all kinds of extremism, which are of particular importance for a multinational and multi-religious Ukraine.

A study on multidisciplinary and convergent research using the case of 3D bioprinting (3D 바이오프린팅 사례로 본 다학제간 융복합 연구에 대한 소고)

  • Park, Ju An;Jung, Sungjune;Ma, Eunjeong
    • Korea Science and Art Forum
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    • v.30
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    • pp.151-161
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    • 2017
  • In the fields of science and engineering, multidisciplinary research is common, and researchers with a diverse range of expertise collaborate to achieve common goals. As the 4th industrial revolution gains currency in society, there is growing demand on talented personnel both with technical knowledge and skills and with communicative skills. That is, future engineers are expected to possess competence in social and artistic skills in addition to specialized knowledge and skills in engineering. In this paper we introduce an emerging field of 3D bioprinting as an exemplary case of interdisciplinary research. We have chosen the case to demonstrate the possibility of cultivating engineers with π-shaped expertise. Building on the concept of T-shaped talent, we define π-shaped expertise as having both technical skills in more than one specialized field and interpersonal/communicative skills. Wtih references to such concepts as trading zones and interactional expertise, we suggest that π-shaped expertise can be cultivated via the creation of multi-level trading zones. Trading zones are referred to as the physical, conceptual, or metaphorical spaces in which experts with different world views trade ideas, objects, and the like. Interactional expertise is cultivated, as interactions between researches are under way, with growing understanding of each other's expertise. Under the support of the university and the government, two researchers with expertise in printing technology and life sciences cooperate to develop a 3D bioprinting system. And the primary investigator of the research laboratory under study has aimed to create multiple dimensions of trading zones where researchers with different educational and cultural backgrounds can exchange ideas and interact with each other. As 3D bioprinting has taken shape, we have found that a new form of expertise, namely π-shaped expertise is formed.