14,082 research outputs found

    The Cord Weekly (March 26, 1987)

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    Spartan Daily, November 27, 2001

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    Volume 117, Issue 59https://scholarworks.sjsu.edu/spartandaily/9764/thumbnail.jp

    Questioning, exploring, narrating and playing in the control room to maintain system safety

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    Systems whose design is primarily aimed at ensuring efficient, effective and safe working, such as control rooms, have traditionally been evaluated in terms of criteria that correspond directly to those values: functional correctness, time to complete tasks, etc. This paper reports on a study of control room working that identified other factors that contributed directly to overall system safety. These factors included the ability of staff to manage uncertainty, to learn in an exploratory way, to reflect on their actions, and to engage in problem-solving that has many of the hallmarks of playing puzzles which, in turn, supports exploratory learning. These factors, while currently difficult to measure or explicitly design for, must be recognized and valued in design

    AN INVESTIGATION INTO THE DEVELOPMENT OF ENGINEERING STUDENTS' CONCEPTUAL UNDERSTANDING OF MATHEMATICS

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    Following widespread concern over an apparent decline in the mathematical skills of engineering students, this study employed survey and observation methods to investigate the ways in which engineering students understand mathematical concepts, and to compare these with the concepts held-by students of mathematics. It was found that the engineering students employ a different vocabulary from mathematics students in discussing mathematics, and that their understanding of mathematical concepts develops differently from mathematics students both in response to teaching (which appears to be a transitory effect) and as their experience gives meaning to the ideas in life outside study. These findings are important in two ways. We need to make the mathematics teachers of engineering students aware of the language and concepts of their students so that the possibility of mutual misunderstanding is reduced, and we as educators need to help engineering students to make these connections in order to ground their mathematics in reality and to use mathematics an Instrument for understanding the world. Compared with the classical mathematical modelling paradigm and the classical empirical modelling paradigm, the method used by engineering students was found to be a hybrid based on the Identification of the type of problem and the application of a "preexisting law. Some misconceptions concerning the behaviour of beams In bending were found to be widely held, by respondents with a range of levels of experience. Whereas the particular misconceptions are not Important in themselves. It Is salutary to realise that expertise in one area of study does not necessarily Inoculate one against misconceptions In a closely related area. A software package was written using the context of mathematical modelling to help students relate concepts In calculus to physical situations. This package was found not to engage the students sufficiently to provoke cognitive change, and suggests that a higher degree of Interactivity Is needed

    The Cord Weekly (October 25, 2006)

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    Reinventing College Physics for Biologists: Explicating an epistemological curriculum

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    The University of Maryland Physics Education Research Group (UMd-PERG) carried out a five-year research project to rethink, observe, and reform introductory algebra-based (college) physics. This class is one of the Maryland Physics Department's large service courses, serving primarily life-science majors. After consultation with biologists, we re-focused the class on helping the students learn to think scientifically -- to build coherence, think in terms of mechanism, and to follow the implications of assumptions. We designed the course to tap into students' productive conceptual and epistemological resources, based on a theoretical framework from research on learning. The reformed class retains its traditional structure in terms of time and instructional personnel, but we modified existing best-practices curricular materials, including Peer Instruction, Interactive Lecture Demonstrations, and Tutorials. We provided class-controlled spaces for student collaboration, which allowed us to observe and record students learning directly. We also scanned all written homework and examinations, and we administered pre-post conceptual and epistemological surveys. The reformed class enhanced the strong gains on pre-post conceptual tests produced by the best-practices materials while obtaining unprecedented pre-post gains on epistemological surveys instead of the traditional losses.Comment: 35 pages including a 15 page appendix of supplementary material

    Spring 2016

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    https://scholar.rose-hulman.edu/rose_echoes/1094/thumbnail.jp

    Spartan Daily, March 3, 1981

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    Volume 76, Issue 25https://scholarworks.sjsu.edu/spartandaily/6729/thumbnail.jp

    A case study in using electronic presentation media to teach mathematics

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    Over the past decade the United Kingdom (UK) Government has invested substantially in Information and Communications Technology (ICT) in all sectors of education. Investment has been in infrastructure, staff development and educational software. At the same time there has been concern about the achievements in mathematics of school leavers and about the decline in numbers of students choosing to study mathematics in Higher Education. Through its Widening Participation initiative, (UK) Government intends to increase the number of students entering Higher Education. An account is given of a project to make appropriate use of computer-based projection materials in the delivery of a two-week mathematics summer school for students about to enter a foundation year which would prepare them for to entry to degree courses in mathematics and technology. This study asserts that computer-based presentation material can be used to implement differentiated pedagogy which can assist in making mathematics accessible to a group of adults with a wide range of prior attainment in mathematics
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