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The Multiple Voices of a Mathematics Classroom Community
2006Several mathematics educators have expressed their concern about conflicting visions of educational reform among parents and teachers, which could result in the emergence of multiple voices in discussions of achievement and instruction. The aim of this article is to examine the multiple voices of educational reform in the discourse of a third grade ...
Ellen Ansell, Ellice A. Forman
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Mathematical programming with multiple objectives: A tutorial
Computers & Operations Research, 1980Abstract A system of classifying about two dozen major methods for mathematical programming with multiple objectives, or multiple objective decision making (MODM) is presented. The classification has been based upon four categories of the preference information given to the analyst by a decision maker: (1) a priori , (2) progressive, (3) a ...
Hwang, C.L.+3 more
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Multiplicity of closed Reeb orbits on prequantization bundles
Israel Journal of Mathematics, 2017We establish multiplicity results for geometrically distinct contractible closed Reeb orbits of non-degenerate contact forms on a broad class of prequantization bundles.
V. Ginzburg+2 more
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Multiple Transforms for Mathematical Physics Courses
American Journal of Physics, 1966Multiple transforms are used to solve five partial differential equations subject to boundary and initial conditions. The simplifications over single transforms that result are: the reduction of the original equation and boundary relations to a single algebraic equation, the removal of singularities in the transformed time plane (s plane) which do not ...
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Artificial intelligence, computational thinking, and mathematics education
, 2017Purpose The purpose of this paper is to examine the intersection of artificial intelligence (AI), computational thinking (CT), and mathematics education (ME) for young students (K-8).
George Gadanidis
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Localization of multiple dipoles: Mathematical programming approaches
Brain Topography, 1989Although there has been progress in EEG and evoked potential analysis, the identification of underlying neural activity has eluded researchers despite its importance. This paper introduces the application of mathematical programming techniques to the "inverse" problem of three-dimensional localization of brain activity from scalp potentials ...
Richard S. Barr+3 more
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Multiple-choice tests: applied mathematics
1985In multiple-choice papers a large number of questions have to be done in the allocated time. Hence, it is essential to work quickly and to recognize any possible short cuts. In this chapter the two main styles of multiple-choice question are considered in detail and the various methods of approach described.
Cyril Moss+3 more
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A mathematical model of cell death in multiple sclerosis
Journal of Neuroscience Methods, 2011This paper imparts a mathematical model of multiple sclerosis (MS) that was created using Biochemical Systems Theory (BST). This method uses mechanisms and initial values from the literature to create a mathematical model of a disease. The model can then be used to test potential drug therapies and to detect possible trigger points for the disease. The
Randolph A. Coleman, Taylor M. Broome
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Mathematical Knowledge for Teaching Fraction Multiplication
Cognition and Instruction, 2008The present study contrasts mathematical knowledge that two sixth-grade teachers apparently used when teaching fraction multiplication with the Connected Mathematics Project materials. The analysis concentrated on those tasks from the materials that use drawings to represent fractions as length or area quantities.
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A mathematical approach to multiple genetic relationships
Theoretical Population Biology, 1982Abstract A fundamental concept in the treatment of genetic relationships is that of gene identity which first was introduced by Cotterman (1940) . Based on this notion several measures of relationship evolved such as the inbreeding coefficient, the coefficient of kinship, and the identity coefficients; by means of these quantities joint and ...
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