Data-driven acceleration of mixed-integer bilinear programs: a comparative study for robot motion planning. [PDF]
Front Robot AILin X.
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Numerical methods for solving Helmholtz problems
, 2009 In this work we focus on the design and the analysis of numerical methods for solving efficiently 2D Helmholtz problems in the mid- and high-frequency regime. We propose a new discontinuous Galerkin (DG) method for solving high frequency Helmholtz problems. At the element level, the solution is approximated by a superposition of plane waves.
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The impact of number talks on the number sense of fourth-grade primary school students. [PDF]
BMC PsycholMinaz MB, Taş H.
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Design parallel and sequential quantum algorithms via spectral element method on distributed quantum architectures. [PDF]
Sci RepShayegan AHS.
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Creative problem-solving after experimentally provoking dreams of unsolved puzzles during REM sleep. [PDF]
Neurosci ConsciousKonkoly KR +5 more
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Some generalized recurrence relations for nonlinear equations by using decomposition technique with application of fractal geometry. [PDF]
MethodsXShah FA +3 more
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An innovative meshless approach for solving 2D Allen-Cahn equations using the RBF-compact finite difference method. [PDF]
Sci RepFardi M, Azarnavid B, Emami H.
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High-concurrency tri-mode memristor-based ordinary differential equation solver. [PDF]
Nat CommunYu L +12 more
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Fast electromagnetic field simulation using a current-density- based physics-informed neural network. [PDF]
Sci RepGao Z +5 more
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Programmable optoelectronic Ising machine for optimization of real-world problems. [PDF]
Light Sci ApplHu Z +8 more
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