Search results for `N. M. Vaz`

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N. M. Vaz, G. C. Ramos & A. B. Castro (2011). The Enactive Paradigm 33 Years Later. Response to Alfred Tauber. Constructivist Foundations 6 (3):345-351.score: 290.0
Upshot: According to Biology of Cognition and Language (Maturana’s approach) the immune system is not a cognitive system and defining of a cognitive paradigm is not (...) class='Hi'>what we understand as a Maturanian approach to immunology. The true cognitive actions in immunology are performed by immunologists acting as observers, not by body organs or systems. Stimuli and responses are not adequate concepts in the description of systems. As a closed network of cellular/molecular interactions, the immune system yields patterns of activity as is transparent in robust conserved profiles of reactivity of natural immunoglobulins, as investigated by Nóbrega et al. and Cohen et al., which offer the opportunity to unravel its natural, spontaneous activity. Dietary materials, products of the commensal microbiome are the most abundant and common elements continuously incorporated to the network activity and, thus, also represent an important avenue of investigation. (shrink)
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N. M. Vaz (2011). The Specificity of Immunologic Observations. Constructivist Foundations 6 (3):334-342.score: 290.0
Context: Immunity includes cognitive concepts: the organism is thought to specifically recognize foreign materials and develop a memory of these encounters. Vaccines are thought to work by (...)
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Júlia Vaz de Carvalho (2010). On the Variety of M -Generalized Łukasiewicz Algebras of Order N. Studia Logica 94 (2).score: 51.0
In this paper we pursue the study of the variety of m -generalized Łukasiewicz algebras of order n which was initiated in [1]. This variety contains the (...)
Logic and Philosophy of Logic
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Teresa Almada & JÚlia Vaz de Carvalho (2001). A Generalization of the Łukasiewicz Algebras. Studia Logica 69 (3):329-338.score: 17.0
We introduce the variety n m , m 1 and n 2, of m-generalized ukasiewicz algebras of order n and characterize its subdirectly irreducible algebras. The variety (...)
Mathematical Logic in Formal Sciences
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Search results for 'N. M. Vaz' (try it on Scholar)