Results 211 to 220 of about 285,811 (242)
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2011
After having presented the challenges and requirements for system level design of image processing applications, this chapter aims to discuss fundamentals on system level design and to give an overview on related work. Section 3.1 starts with the question how to specify the application behavior. In this context also some fundamental data flow models of
Joachim Keinert, Jürgen Teich
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After having presented the challenges and requirements for system level design of image processing applications, this chapter aims to discuss fundamentals on system level design and to give an overview on related work. Section 3.1 starts with the question how to specify the application behavior. In this context also some fundamental data flow models of
Joachim Keinert, Jürgen Teich
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Fundamental relation in fuzzy hyperrings
2015 4th Iranian Joint Congress on Fuzzy and Intelligent Systems (CFIS), 2015In this paper we introduce and analyze the fundamental relation of fuzzy hyperring. Also we introduce the notion of a fuzzy complete part of a fuzzy hyperring and its basic properties. Finally relationship between the fundamental relation and fuzzy complete parts of a fuzzy hyperring analyzed.
T. Nozari, N. Fahimi
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Fundamental relation on fuzzy hypermodules
Soft Computing, 2019zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Davvaz, B., Firouzkouhi, N.
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CROSSED POLYMODULES AND FUNDAMENTAL RELATIONS
2015In this paper, we introduce the notion of crossed polymodule of polygroups and we give some of its properties. Our results extend the classical results of crossed modules to crossed polymodules. One of the main tools in the study of polygroups is the fundamental relations.
Alp, Murat, Davvaz, Bijan
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Fundamental Concepts Concerning Relations
1976Some words and expressions point out the relations existing between various objects. To words of this kind belong, for example: ‘over’, ‘under’, ‘beyond’, ‘at’, ‘after’, ‘brotherhood’, ‘superiority’, ‘authority’, etc. Rela¬tions between objects are described by means of propositions such as, for instance, ‘John is Peter’s brother’, (that is to say ...
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Fundamentals and Basic Relations
2002Geometrically, a crack is an inner material surface, the crack surface, split into two unconnected crack faces (Fig. 1.1) . Note the difference between the crack surface area, or simply the crack area, and the area of the crack faces which is twice as much. For twodimensional problems, the crack length is considered instead of the crack area. The crack
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Fundamentality and Non-Symmetric Relations
2020The first part of this chapter argues that there are no non-symmetric relations at the fundamental level. The second part identifies different ways in which asymmetry and order can be introduced into a world that only contains symmetric but no non-symmetric fundamental relations.
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Fundamental axioms for preference relations
Synthese, 1968The basic theory of preference relations contains a trivial part reflected by axioms A1 and A2, which say that preference relations are preorders. The next step is to find other axims which carry the theory beyond the level of the trivial. This paper is to a great part a critical survey of such suggested axioms.
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