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Mitigating the Gibbs phenomenon in the numerical solution of partial differential equations (PDEs) with discontinuous solutions presents a significant challenge in scientific computing and numerical analysis. The spurious oscillations that arise near the discontinuities severely limit the efficiency of a wide range of standard methods.
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Batch Bayesian auto-tuning for nonlinear Kalman estimators. [PDF]
Freitas Iglesias C, Bolic M.
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Secure localization of land vehicles under GPS spoofing attack with decomposition Kalman filter. [PDF]
Zhao M, Han Z, Wang E, Liu J.
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Adaptive control of DC-DC power converter: design and experimental investigation with constant power load. [PDF]
Nizami TK +6 more
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A New Efficient Explicit Deferred Correction Framework: Analysis and Applications to Hyperbolic PDEs and Adaptivity. [PDF]
Micalizzi L, Torlo D.
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A Robust Interacting Multi-Model Multi-Bernoulli Mixture Filter for Maneuvering Multitarget Tracking under Glint Noise. [PDF]
Yu B, Gu H, Su W.
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An adaptive numerical cubature algorithm for simplices
ACM Transactions on Mathematical Software, 2003A globally adaptive algorithm for numerical cubature of a vector of functions over a collection of n -dimensional simplices is described. The algorithm is based on a subdivision strategy that chooses for subdivision at each stage the subregion (of the input simplices) with the largest estimated error. This subregion
Alan Genz, Ronald Cools
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Numerical Algorithms
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Jilali Abouir, Brahim Benouahmane
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Jilali Abouir, Brahim Benouahmane
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