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Membrane Pore Formation Unveiled by ∞RETIS Path Sampling: From Thinning to Flip-Flop. [PDF]
Zhang DT +4 more
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An intelligent sport training method based on EEG neurofeedback. [PDF]
Chen F, Liu Y, Lai Y, Ruan Q.
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Return to fishing and hunting recreation after shoulder arthroscopy and arthroplasty, a PacWest Shoulder Study Group survey. [PDF]
Thompson J +6 more
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Sociodemographic and psychological characteristics of school shooters in the United States: a systematic review of the literature. [PDF]
Minelli M +3 more
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A Multiple-Shooting Technique for Optimal Control
Journal of Optimization Theory and Applications, 1999zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Dynamic optimization using adaptive direct multiple shooting
Computers and Chemical Engineering, 2014Abstract We present a wavelet-based grid refinement approach for direct multiple shooting applied to dynamic optimization problems. The algorithm, named adaptive multiple shooting, automatically generates a problem-dependent parameterization of the control profiles: Starting from an initially coarse parameterization, the control grid is refined ...
Wolfgang Marquardt
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Multiple shooting using interval analysis
BIT Numerical Mathematics, 1985Gegeben ist das lineare Randwertproblem \[ y'(x)=A(x)y(x)+f(x),\quad x\in [a,b],\quad C_ ay(a)=\alpha,\quad C_ by(b)=\beta. \] Dabei bezeichnen A(x) eine \(n\times n\)-Matrix, y(x) und f(x) n-Vektoren, \(C_ a\) eine \(p\times n\)-Matrix und \(C_ b\) eine (n-p)\(\times n\)-Matrix. Teilt man das Intervall [a,b] in m Teilintervalle \(X_ k:=[x_{k-1},x_ k]\)
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The switching-method in multiple shooting
Computing, 1998Multiple shooting is a well-known technique for the numerical solution of boundary value problems for ordinary differential equations. In order to solve the boundary value problems one has to solve initial value problems defined in the subintervalls of a given grid of shooting points.
BELLAVIA, STEFANIA +2 more
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Linear convergence of distributed multiple shooting
2014 European Control Conference (ECC), 2014Distributed multiple shooting is a modification of the multiple shooting approach for discretizing optimal control problems wherein the separate components of a large-scale system are discretized as well as shooting time intervals. In an SQP algorithm that solves the resulting discretized nonlinear program, the adjoint based version of the algorithm ...
Vyacheslav Kungurtsev +2 more
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