Results 41 to 50 of about 14,301 (245)
Automatic differentiation of uncertainties: an interval computational differentiation for first and higher derivatives with implementation [PDF]
Acquiring reliable knowledge amidst uncertainty is a topical issue of modern science. Interval mathematics has proved to be of central importance in coping with uncertainty and imprecision.
Hend Dawood, Nefertiti Megahed
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Interactions of computational complexity theory and mathematics
$ $[This paper is a (self contained) chapter in a new book, Mathematics and Computation, whose draft is available on my homepage at https://www.math.ias.edu/avi/book ]. We survey some concrete interaction areas between computational complexity theory and different fields of mathematics.
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In this paper, the authors present a strategy based on fixed point iterative methods to solve a nonlinear dynamical problem in a form of Green’s function with boundary value problems.
Khanitin Muangchoo-in +3 more
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Unsteady thermal Maxwell power law nanofluid flow subject to forced thermal Marangoni Convection
In the current work, the unsteady thermal flow of Maxwell power-law nanofluid with Welan gum solution on a stretching surface has been considered. The flow is also exposed to Joule heating and magnetic effects.
Muhammad Jawad +4 more
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Amorphous computing: examples, mathematics and theory [PDF]
The cellular automata model was described by John von Neumann and his friends in the 1950s as a representation of information processing in multicellular tissue. With crystalline arrays of cells and synchronous activity, it missed the mark (Stark and Hughes, BioSystems 55:107-117, 2000). Recently, amorphous computing, a valid model for morphogenesis in
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Chaos theory, a modern approach of nonlinear dynamic systems [PDF]
Chaos theory is a branch of mathematics focusing on nonlinear dynamic systems. As a relatively new field with a significant applicability area, chaos theory is an active research area involving many different disciplines (mathematics, topology, physics,
Ioana-Elena ENE
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Propose a method of numerical solution integral equations of the first kind. This assumes that the source data in the equation can be set approximately with errors, and the integral equation kernel may have features that leads to the formulation of so ...
Igor Eduardovich Naats +2 more
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Purpose – This study aims to analyze students' computational thinking skills in solving problems in ring theory material and to describe their thinking processes using computational thinking indicators.
Nur Rahmi Rizqi +4 more
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Applicable Mathematics in a Minimal Computational Theory of Sets
In previous papers on this project a general static logical framework for formalizing and mechanizing set theories of different strength was suggested, and the power of some predicatively acceptable theories in that framework was explored. In this work we first improve that framework by enriching it with means for coherently extending by definitions ...
Arnon Avron, Liron Cohen 0001
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Intelligent Mathematics Ii: Applied Mathematics and Approximation Theory
This special volume is a collection of outstanding more applied articles presented in AMAT 2015 held in Ankara, May 28-31, 2015, at TOBB Economics and Technology University.
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