Search Results - "Eberhard, A. C."

On partial smoothness, tilt stability and the $${\mathcal {VU}}$$-decomposition by Eberhard, A. C., Luo, Y., Liu, S.

“…Under the assumption of prox-regularity and the presence of a tilt stable local minimum we are able to show that a VU like decomposition gives rise to the…”
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On the augmented Lagrangian dual for integer programming by Boland, N. L., Eberhard, A. C.

“…We consider the augmented Lagrangian dual for integer programming, and provide a primal characterization of the resulting bound. As a corollary, we obtain…”
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A Trust Region Method for the Solution of the Surrogate Dual in Integer Programming by Boland, N., Eberhard, A. C., Tsoukalas, A.

“…We propose an algorithm for solving the surrogate dual of a mixed integer program. The algorithm uses a trust region method based on a piecewise affine model…”
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On partial smoothness, tilt stability and the VU-decomposition by Eberhard, A. C., Luo, Y., Liu, S.

“…Under the assumption of prox-regularity and the presence of a tilt stable local minimum we are able to show that a VU like decomposition gives rise to the…”
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Maximal Abstract Monotonicity and Generalized Fenchel’s Conjugation Formulas by Eberhard, A. C., Mohebi, Hossein

“…In this paper, we present a generalization of a theory of monotone operators in the framework of abstract convexity. We show that how generalized Fenchel’s…”
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Fundamental limitations on the time-domain shaping of response to a fixed input by Hill, R.D., Eberhard, A.C., Wenczel, R.B., Halpern, M.E.

“…In this paper, we examine time-domain limitation-of-performance problems in feedback control system design. The main result is a theorem which gives a dual…”
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Comments on "Controller design with multiple objectives" by Wenczel, R.B., Eberhard, A.C., Hill, R.D.

“…We point out that the proof of one of the theorems presented in the above paper by Elia et al. (see ibid. vol.42 (1997)) is invalid and provide a correct…”
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Minimization of peak values of signals in feedback systems by Hill, R.D., Eberhard, A.C., Halpern, M.E., Brockwell, P.J.

“…In this paper we investigate a dual formulation for the problem of designing linear time-invariant controllers which minimize the maximum value, and/or…”
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