Results 21 to 30 of about 141,490 (312)
Critical percolation in finite geometries [PDF]
Journal of Physics A: Mathematical and General, 1992 The methods of conformal field theory are used to compute the crossing probabilities between segments of the boundary of a compact two-dimensional region at the percolation threshold. These probabilities are shown to be invariant not only under changes of scale, but also under mappings of the region which are conformal in the interior and continuous on
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Integration of numerical analysis, virtual simulation and finite element analysis for the optimum design of worm gearing [PDF]
, 2003 Due to the complicated tooth geometry of worm gears, their design to achieve high capacity and favourable performance is a tedious task, and the optimum design is hardly to obtain.
Qin, DT, Su, DZ
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Loads in the design of flight vehicles [PDF]
INCAS Bulletin, 2010 The calculation of flight loads is a critical part of air vehicle design. On the other hand, the prediction of accurate loads is a sophisticated and complex process that requires skilled and experienced engineers.
Simion TĂTARU +2 more
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finite-geometry/galois: Release with Jan. 9, 2016, compressed folder of finitegeometry.org
, 2017 <p>Version 1.0 of finite-geometry/galois at GitHub.</p> <p>Notes on small models of finite geometries, with JavaScript software for displaying models.</p> <p>Applications to the Miracle Octad Generator of R. T.
Steven H. Cullinane
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Poisson algebras via model theory and differential-algebraic geometry [PDF]
, 2017 Brown and Gordon asked whether the Poisson Dixmier–Moeglin equivalence holds for any complex affine Poisson algebra, that is, whether the sets of Poisson rational ideals, Poisson primitive ideals, and Poisson locally closed ideals coincide.
Moosa, Rahim +8 more
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Some problems in extremal graph theory and finite geometry
, 2023 Lazebnik, FelixThis thesis is devoted to the study of several problems in extremal graph theory and finite geometry. We study properties such as girth, spectrum, and automorphism group of various families of algebraically defined graphs. We present a new
Taranchuk, Vladislav
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More on complexity in finite cut off geometry
Physics Letters B, 2019 It has been recently proposed that late time behavior of holographic complexity in a uncharged black brane solution of Einstein-Hilbert theory with boundary cut off is consistent with Lloyd's bound if we have a cut off behind the horizon.
S. Sedigheh Hashemi +3 more
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Journal of Combinatorial Theory, Series A, 1977 AbstractConditions are given which must be satisfied by the parameters of a Moore geometry. It is shown that there are no nontrivial Moore geometries of diameter 3.
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IEEE Access, 2020 At present, the split Hopkinson tensile bar (SHTB) is widely used to determine the dynamic tensile properties of materials under high strain rates, in which sheet specimen with dogbone-shaped structure is commonly adopted.
Qinghua Wang +6 more
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Towards the isogeometric aero-engine
Results in Engineering, 2023 Creating very detailed finite element models of aero-engines is a very time-consuming process especially if structured meshes have to be generated for thousands of parts.
Markus Kober +3 more
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