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Fundamentality and Non-Symmetric Relations

2020
The 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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Fundamentals of Fuzzy Relation Calculus

1996
This chapter introduces the basic notions of the fuzzy relation calculus, also in their t-norm based form. Typical properties of fuzzy relations are discussed in connection with particular types of relations like fuzzy equivalence or fuzzy ordering relations.
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The relation as the Fundamental Issue in Derrida

1995
Of all the aspects of Derrida’s thought, his interpretation of Husserl has occasioned the most debate.1 Although all of Derrida’s critics start out wanting to understand him—none, for instance, claim to do anything as extraordinary as “deconstruction”—none adhere to one of the most basic hermeneutical rules: reconstruct the context.
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On the Relations Between Fundamental Constants

1988
We like to consider two astrophysical empirical laws, try to give some theoretical basis for them and to show that the fine structure constant α is a typical dimensionless parameter not only of atomic physics but also of gravitational physics.
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Fuzzy hyperrings and fundamental relation

Journal of Intelligent & Fuzzy Systems, 2016
T. Nozari, N. Fahimi
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Definitions and Fundamental Relations

1954
Paul F. Byrd, Morris D. Friedman
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A Step “Beyond”: Relation is Fundamental

1981
The thesis of universal internality, which functions as an axiom of this relational metaphysic, sets the stage for a wholly adequate answer to the question with which this inquiry began, namely: “What is a Thing?” It should be pointed out, however, that none of the monistic idealists was able to frame an adequate answer in terms of that thesis alone ...
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FUNDAMENTAL RELATIONS

2013
CHAS. R. BURROWS, STEPHEN S. ATTWOOD
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CROSSED POLYMODULES AND FUNDAMENTAL RELATIONS

2015
In 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

1976
Some 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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