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Integrating a Tutoring Model into the Training of Prospective Computer Science Teachers

机译:将辅导模型整合到未来的计算机科学教师培训中

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This article offers a tutoring model with the objective of developing and establishing the pedagogical-disciplinary knowledge of prospective computer science teachers with respect to guiding learners in problem-solving processes. The model focuses on the tutor, who is a prospective computer science (CS) teacher. During the tutoring process, tutor-students, who have already acquired CS knowledge, support the learning processes of novice CS students. The article presents the tutoring model and the evaluation research that accompanied its implementation. The research findings indicate that the main objectives were accomplished. The prospective teachers changed their perspective vis a vis the teaching process; became aware of the importance of identifying learner difficulties and emphasizing this in their teaching process; emphasized problem-solving processes and their impact; adopted reflective processes of thinking and encouraged these processes among the learners as well; reinforced their own self-confidence regarding their ability and place in the disciplinary teaching process; and came to appreciate the contribution of the tutoring model to their training as future teachers. Accordingly, we conclude that the proposed model has the potential to foster the prospective CS teachers' skills on three levels: pedagogical-disciplinary professional skills, pedagogical professional skills and disciplinary knowledge. Further, we suggest that the tutoring model can be applied in other disciplines in which problem solving is an inherent part of the discipline.
机译:本文提供了一种辅导模型,目的是在指导和指导学生解决问题的过程中,发展和建立预期的计算机科学教师的教学专业知识。该模型着重于导师,该导师是未来的计算机科学(CS)老师。在补习过程中,已经获得CS知识的导师支持新手CS学生的学习过程。本文介绍了伴随其实施的辅导模型和评估研究。研究结果表明主要目标已经实现。准教师改变了他们对教学过程的看法;意识到识别学习者困难并在他们的教学过程中强调这一点的重要性;强调解决问题的过程及其影响;采用反思性思维过程,并在学习者之间鼓励这些过程;加强他们对自己在学科教学过程中的能力和地位的信心;并赞赏了辅导模型对他们作为未来教师的培训的贡献。因此,我们得出的结论是,所提出的模型有可能在三个层面上培养预期的CS老师的技能:教学专业知识,教学专业技能和学科知识。此外,我们建议该辅导模型可以应用于其他领域,其中解决问题是该领域的固有部分。

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