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A Functional Mathematics for the Engineer:An Approximation to theTrigonometrical Series of Fourier

机译:工程师的功能数学:傅里叶三角级数的逼近

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The research reported here is the social construction of the mathematical knowledge in engineering field in higher education. It takes that knowledge is built according to the rules and practices are established explicitly and implicitly by the social community in which knowledge is situated, be it in this case engineering in schools. It proposes an approach to the Trigonometric Series Fourier (STF), promoting a functional mathematics. Thus the research shows how mathematical knowledge of known knowledge, is disrupted, changed and amended to take into the classroom, when they take the impact of institutional, socio-cultural environment of the engineering community in training and learning functionality of knowledge within the activities of the engineering community teachers. It's considered that mathematical knowledge will provide a sense and meaning to the student if it is built within a community and gradually incorporate it relates to their activities and social practices of their cultural environment thus encouraging the learning of mathematics articulated integrated and functional.
机译:本文报道的研究是高等教育工程领域数学知识的社会建构。知识是根据规则建立的,实践是由知识所在的社会社区显式或隐式地建立的,在这种情况下是学校的工程。它为三角函数傅里叶(STF)提出了一种方法,以促进功能数学的发展。因此,研究表明,当已知知识的数学知识受到工程界的制度,社会文化环境的影响,在培训和学习知识活动的过程中如何被破坏,改变和修改以带入课堂。工程界的老师。人们认为,如果数学知识是建立在社区内的,并且会逐渐将其与他们的文化环境中的活动和社会实践联系起来,那么它将为学生提供一种感觉和意义,从而促进了对铰接式和功能性数学的学习。

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