Primitive Representation
نویسنده
چکیده
The historical core of interactivism is a model of the nature of representing and representation. This model differs from alternatives in at least two interrelated ways: 1) it offers a dynamic, pragmatic, future oriented, model of representation, in contrast to most alternatives, with far ranging consequences for phenomena that involve representation, such as perception, language, rationality, learning, memory, motivation, emotions, consciousness, sociality, and so on, and 2) it involves assumptions and positions regarding underlying metaphysical issues, such as normativity, emergence, process metaphysics, and naturalism, that also have ramified consequences and deep historical roots. I will focus in this chapter primarily on the model of representation.
منابع مشابه
Adjacency metric dimension of the 2-absorbing ideals graph
Let Γ=(V,E) be a graph and W_(a)={w_1,…,w_k } be a subset of the vertices of Γ and v be a vertex of it. The k-vector r_2 (v∣ W_a)=(a_Γ (v,w_1),… ,a_Γ (v,w_k)) is the adjacency representation of v with respect to W in which a_Γ (v,w_i )=min{2,d_Γ (v,w_i )} and d_Γ (v,w_i ) is the distance between v and w_i in Γ. W_a is called as an adjacency resolving set for Γ if distinct vertices of ...
متن کاملEffective Learning to Rank Persian Web Content
Persian language is one of the most widely used languages in the Web environment. Hence, the Persian Web includes invaluable information that is required to be retrieved effectively. Similar to other languages, ranking algorithms for the Persian Web content, deal with different challenges, such as applicability issues in real-world situations as well as the lack of user modeling. CF-Rank, as a ...
متن کاملComputing in GF ( q ) By
This paper gives an elementary deterministic algorithm for completely factoring any polynomial over GF(q), q = p , criteria for the identification of three types of primitive polynomials, an exponential representation for GF(<j) which permits direct rational calculations in GF(q) as opposed to modular arithmetic over GF[p, xl, and a matrix representation for GF(p) which admits computer computat...
متن کاملPrimitive ontology and quantum field theory
Primitive ontology is a recently much discussed approach to the ontology of quantum theory according to which the theory is ultimately about entities in 3-dimensional space and their temporal evolution. This paper critically discusses the primitive ontologies that have been suggested within the Bohmian approach to quantum field theory in the light of the existence of unitarily inequivalent repr...
متن کاملFinite covers of graphs, their primitive homology, and representation theory
Consider a finite, regular cover Y → X of finite graphs, with associated deck group G. We relate the topology of the cover to the structure of H1(Y ;C) as a G-representation. A central object in this study is the primitive homology group H 1 (Y ;C) ⊆ H1(Y ;C), which is the span of homology classes represented by components of lifts of primitive elements of π1(X). This circle of ideas relates co...
متن کاملPrimitive Ideal Space of Ultragraph $C^*$-algebras
In this paper, we describe the primitive ideal space of the $C^*$-algebra $C^*(mathcal G)$ associated to the ultragraph $mathcal{G}$. We investigate the structure of the closed ideals of the quotient ultragraph $ C^* $-algebra $C^*left(mathcal G/(H,S)right)$ which contain no nonzero set projections and then we characterize all non gauge-invariant primitive ideals. Our results generalize the ...
متن کامل