Computer-based testing in higher education: a phenomenology investigation into undergraduate students' perspectives through the technology acceptance model. [PDF]
Zakariya YF +3 more
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Computational and experimental pathways to next-generation ultrawide-band-gap oxide semiconductors. [PDF]
Chae S +5 more
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In silico design of natural-based structures as drug candidates to inhibit ROS1 protein. [PDF]
Maleki M, Fattahi A.
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Towards Characterizing the Download Cost of Cache-Aided Private Updating. [PDF]
Stark B, Arafa A, Banawan K.
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Development of a multimedia informed consent tool for fixed prosthodontic treatment: A cognitive theory-based approach to enhance patient understanding. [PDF]
Ndagire B +8 more
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COMPUTER AIDED KNOT THEORY USING MATHEMATICA AND MATHLINK
Journal of Knot Theory and Its Ramifications, 2002We introduce a computer tool called Knot2000(K2K) which was developed for the purpose of support for the research of knot theory. K2K is a package on Mathematica in which consists of 19 functions and it has already been opened to the public with other external programs and data files.
Imafuji, Noriko, Ochiai, Mitsuyuki
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Theory of computer aided fixture design
Computers in Industry, 1990Abstract This paper deals with theoretical questions of computer aided fixture design. The focus of the contribution are principles of modeling engineering objects. Theoretical inputs have their basis in the design system of the general model of the fixture and its interpreting.
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Graph theory and computer aided facilities design
Omega, 1978Abstract Four variations of an algorithm based upon graph theory are developed for solving the facilities design problem. The facilities design problem involves locating economic activities, each of which requires a given amount of space, on a floor within a building in such a manner to optimize an appropriate measure of effectiveness such as, for ...
Allan S Carrie +3 more
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Computer-aided kinetic theory and granular gases
Europhysics Letters (EPL), 2007A novel computer-aided method for solving kinetic equations has been developed and implemented in a study of the Boltzmann equation corresponding to elastic and inelastic hard spheres. Accurate results are obtained for the linear transport coefficients for all physical values of the coefficient of normal restitution, α.
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