Searched for: author%3A%22de+Klerk%2C+E.%22
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D’Ambrosio, C. (author), Lacalandra, F. (author), Lellep, J. (author), Vuik, Cornelis (author), Bischi, A. (author), Parriani, T. (author), Martelli, E. (author), de Klerk, E. (author), Marandi, A. (author), Schewe, L. (author)
This Chapter ranges through a wide variety of production and demand management problems related to energy commodities systems. The Oil and Gas production enhancement is discussed via oil wells optimal placement as well as water and gas optimal injection, namely waterflooding and gas lift. Further is analyzed the optimal schedule and design of...
book chapter 2021
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Marandi, Ahmadreza (author), Dahl, Joachim (author), de Klerk, E. (author)
The bounded degree sum-of-squares (BSOS) hierarchy of Lasserre et al. (EURO J Comput Optim 1–31, 2015) constructs lower bounds for a general polynomial optimization problem with compact feasible set, by solving a sequence of semi-definite programming (SDP) problems. Lasserre, Toh, and Yang prove that these lower bounds converge to the optimal...
journal article 2018
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de Klerk, E. (author), Lasserre, Jean B. (author), Laurent, Monique (author), Sun, Zhao (author)
We provide a monotone nonincreasing sequence of upper bounds f H k (k≥1) fkH(k≥1) converging to the global minimum of a polynomial <i>f</i> on simple sets like the unit hypercube in ℝ<sup><i>n</i></sup>. The novelty with respect to the converging sequence of upper bounds in Lasserre [Lasserre JB (2010) A new look at nonnegativity on closed...
journal article 2017
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de Klerk, E. (author), Glineur, François (author), Taylor, Adrien B. (author)
We consider the gradient (or steepest) descent method with exact line search applied to a strongly convex function with Lipschitz continuous gradient. We establish the exact worst-case rate of convergence of this scheme, and show that this worst-case behavior is exhibited by a certain convex quadratic function. We also give the tight worst-case...
journal article 2016
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de Klerk, E. (author)
doctoral thesis 1997
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