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Projections and Projection Matrices [PDF]
, 1997 Projections and projection matrices, which are introduced and discussed in this chapter, are frequently encountered in discourse on linear statistical models related to the estimation of parameters and to the analysis of variance. Their appearance in such discourse can be attributed to their connection to the so-called least squares problem—one long ...
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2008
This chapter shows how the problem of dataset shift has been addressed by different philosophical schools under the concept of “projectability.” When philosophers tried to formulate scientific reasoning with the resources of predicate logic and a Bayesian inductive logic, it became evident how vital background knowledge is to allow us to project ...
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This chapter shows how the problem of dataset shift has been addressed by different philosophical schools under the concept of “projectability.” When philosophers tried to formulate scientific reasoning with the resources of predicate logic and a Bayesian inductive logic, it became evident how vital background knowledge is to allow us to project ...
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La Rivista del Nuovo Cimento, 1990
Presented at Int. Colloq. on Science, Culture and Peace, in honor of Victor F. Weisskopf, Geneva, Switzerland, Sep 19-20, 1988.
G. ANZIVINO +101 more
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Presented at Int. Colloq. on Science, Culture and Peace, in honor of Victor F. Weisskopf, Geneva, Switzerland, Sep 19-20, 1988.
G. ANZIVINO +101 more
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1955
(Uploaded by Plazi from the Biodiversity Heritage Library) No abstract provided.
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(Uploaded by Plazi from the Biodiversity Heritage Library) No abstract provided.
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Projectivities and Projective Embeddings
1998In this chapter, we aim to prove some of the main achievements in the theory of generalized polygons. First, we want to show what the little projective group and the groups of projectivities of some Moufang polygons (in particular, all finite classical polygons) look like; the latter generalizes a result of Knarr [1988].
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Project context (project environment)
2007The project context, or project environment, is explained. The project context consists of internal and external stakeholders and constraints, and the external constraints are best summarized in the acronym PESTLE, which stands for Political, Economic, Social, Technical, Legal, and Environmental. The effect of these constraints is discussed.
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The Mathematics Teacher, 2003
The SimCalc Project, partially supported for almost ten years by the National Science Foundation, is a research project involving colleagues from several universities, many middle schools, and high schools. Its goal is to use innovative but affordable technology and instructional materials to democratize access to the mathematics of change and ...
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The SimCalc Project, partially supported for almost ten years by the National Science Foundation, is a research project involving colleagues from several universities, many middle schools, and high schools. Its goal is to use innovative but affordable technology and instructional materials to democratize access to the mathematics of change and ...
openaire +2 more sources