作者档案:Mohammed Kaabar

关于穆罕默德kaabar.

穆罕默德Kaabar是滨江社区学院区的数学学院成员(教授)。他是(友好地介绍微分方程)的作者和(线性代数的第一课程)书籍,他的研究兴趣是数值分析,微分方程,线性代数和实际分析。他是邀请的技术方案委员会(TPC)成员,如iceCcs 14,incins 15,Eqces 15,SSCC 15,ICSOB 15,CCA 14,WSECEC 14,Jieeec 13和WCEEENG 12。他是前者美国数学社会(AMS)博客的编188bet会员辑,他也是一名认证的同行评审员和学习和在线教学资源的数学编辑委员会(Merlot),这是加州州立大学制度合作的计划教育机构,专业的社会和行业。

Applying the Inquiry-Oriented Approach in teaching Math Courses

询问导向(IO)方法和高级数学思维(AMT)流程在改善本科数学教育方面发挥着重要作用。IO方法和AMT流程根据数学中使用的方法作为现代数学教育的新运动。继续阅读

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The Role of Generalization in Advanced Mathematical Thinking

概括and abstraction both play an important role in the minds of mathematics students as they study higher-level concepts. In the second chapter of the Springer book Advanced Mathematical Thinking, Tommy Dreyfus defines generalization as the derivation or induction from something particular to something …继续阅读

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Getting Students Used to Abstract Concepts

According to my experience teaching limits in Calculus for Life Scientists, it is really difficult for students to understand limits because they do not have the required knowledge on which to build the concept. I have noticed that even if they can handle and …继续阅读

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Preparing for Job Applications

Whether you are looking for a research job, teaching job, or position outside of academia, my advice for graduate students is to begin the job search process as early as possible. These days, candidates face several types of interviews—by video conference, phone, …继续阅读

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克服Grad School的挑战:准备合格考试

One of the major challenges during my graduate studies was the preparation for the Graduate Qualifying Exam (GQE). I started preparing for that exam six months in advance, and I spent every night solving the previous exams to get an idea …继续阅读

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