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EN
The paper presents and demonstrates the theorem showing the equivalence of the problem of the verifiability test of a logical expression in the discrete model N of the logic with the search for the minimum value of a continuous function generated by this expression in the structure N, which is a simple extension of M. Theoretical considerations are illustrated by the example of a certain semi-heuristic algorithm seeking the minimum value of function ϕ with a short statistics of its.
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PL
Architektura stoi u progu zupełnie nowej ery - ten etap to wręcz nowy paradygmat. Organiczne formy, wbrew szeroko panującej opinii, to nie trend formalny, lecz cyfrowo wygenerowana optymalizacja. Artykuł jest wstępem do rozważań związanych z architekturą cyfrową - traktuje o jej potencjale, możliwościach i ograniczeniach. Nowe cyfrowe technologie w architekturze to potężne narzędzie i olbrzymia odpowiedzialność.
EN
Architecture is at the threshold of an entirely new era - this moment is indeed a new paradigm. Organic forms, contrary to a widely popular opinion, are not formal activities, but digitally generated optimization. This article is an introduction to new digital architecture - about its potential, possibilities and limitations.
EN
The paper deals with the issue of computational psycholinguistic analysis (CPA) and its experimental application in basic psychological and pedagogical assessment. CPA is a new method which may potentially provide interesting, psychologically relevant information about the author of a particular text, regardless of the text’s factual (semantic) content and without the need to obtain additional materials. As part of our QPA-FPT research we studied the link between the linguistic form of a text by Czech college students and their personality characteristics obtained from a psychodiagnostic test battery. The article also discusses the basis of the method, opportunities for practical application and potential use within psychological and pedagogical disciplines
EN
A 2-dimensional computational fluid dynamics analysis of steady state thermal boundary layer flow of a second order non-Newtonian fluid past a horizontal wedge in a Brinkman-Darcy porous medium, in the presence of a transverse magnetic field, is presented. The governing equations are transformed from Cartesian coordinates (x,y) into a sixth order system of partial differential equations in a 'ksi'-n coordinate system. These complex equations are then reduced to a set of six first order equations which are solved using the robust Keller finite difference method, and a block tridiagonal iterative solver, SOLV6. It is shown that heat transfer magnitude is depressed by magnetic field parameter (Hartmann number, Ha) and also considerably reduced with increasing viscoelasticity parameter (K). Surface shear stresses are also reported to fall considerably with increase in viscoelasticity of the fluid. Effects of other hydrodynamic and thermal parameters on the flow are discussed in detail.
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