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General sweep mathematical morphology
Pattern Recognition, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Frank Y. Shih, Vijayalakshmi Gaddipati
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The Mathematics Teacher, 1946
During the past four or five years volumes have been written on the reasons for adding general mathematics to the curriculum. Much has been written in general terms on the content of such courses. We are making little progress. We have had years of war with its emphasis on the need for mathematics but relatively little of a fundamental nature has been ...
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During the past four or five years volumes have been written on the reasons for adding general mathematics to the curriculum. Much has been written in general terms on the content of such courses. We are making little progress. We have had years of war with its emphasis on the need for mathematics but relatively little of a fundamental nature has been ...
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1972
ARTICLE I. W hatever is capable of increase or diminution, is called magnitude , or quantity . A sum of money therefore is a quantity, since we may increase it or diminish it. It is the same with a weight, and other things of this nature. 2. From this definition, it is evident, that the different kinds of magnitude must be so various, as to ...
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ARTICLE I. W hatever is capable of increase or diminution, is called magnitude , or quantity . A sum of money therefore is a quantity, since we may increase it or diminish it. It is the same with a weight, and other things of this nature. 2. From this definition, it is evident, that the different kinds of magnitude must be so various, as to ...
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The Mathematics of Generalization
2018This volume grew out of a workshop designed to bring together researchers from different fields and includes contributions from workers in Bayesian analysis, machine learning, neural nets, PAC and VC theory, classical sampling theory statistics and the statistical physics of learning. The contributions present a bird's-eye view of the subject.
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A Framework for Generic Exercises with Mathematical Content
2015 International Conference on Learning and Teaching in Computing and Engineering, 2015The idea of using randomly generated mathematical exercises in Computer Assisted Assessment (CAA) is well-known. Variable values can be used to create different versions of an exercise, each time a student looks at it. This approach helps to avoid plagiarism between students and leads to discussions about the concepts of an exercise rather than ...
Filiz Kurt-Karaoglu +4 more
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Mathematics Exercise Generator
2020Nowadays, the process of teaching and learning is changing from a traditional model in which teachers were the source of information to a model in which teachers appear as advisors who carefully observe students, assist in the selection of information by identifying their learning needs, and support students in their autonomous study.
Maria Paula Oliveira, Paula Carvalho
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The mathematical expression of generalized complementarity
Journal of Theoretical Biology, 1969Bohr formulated his ideas on generalized complementarity in a purely verbal way. There does exist a mathematical apparatus which fits the implications of this verbal treatment to perfection: this is the modern theory of inductive probabilities. After a brief outline of Bohr's ideas, the theory of inductive probabilities in its present status, so far as
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Generalized Subgradients in Mathematical Programming
1983Mathematical programming problems, and the techniques used in solving them, naturally involve functions that may well fail to be differentiable. Such functions often have “subdifferential” properties of a sort not covered in classical analysis, but which provide much information about local behavior.
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The role of elementary mathematics in general college mathematics
The Mathematics Teacher, 1959The problem: What is the role, if any, of elementary mathematical concepts in a college curriculum?
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A Generalized Mathematical Program with Equilibrium Constraints
SIAM Journal on Control and Optimization, 2000The main results of the paper provide necessary conditions of optimality for a minimization problem subject to so-called equilibrium constraints. The approach makes use of Mordukhovich's generalized differential calculus. The applications deal with the situations where the constraints are described by an implicit complementarity problem or a ...
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