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[HTML][HTML] Recent advances in nonconvex semi-infinite programming: Applications and algorithms
H Djelassi, A Mitsos, O Stein - EURO Journal on Computational …, 2021 - Elsevier
The goal of this literature review is to give an update on the recent developments for semi-
infinite programs (SIPs), approximately over the last 20 years. An overview of the different …
infinite programs (SIPs), approximately over the last 20 years. An overview of the different …
Pessimistic bilevel optimization
W Wiesemann, A Tsoukalas, PM Kleniati… - SIAM Journal on …, 2013 - SIAM
We study a variant of the pessimistic bilevel optimization problem, which comprises
constraints that must be satisfied for any optimal solution of a subordinate (lower-level) …
constraints that must be satisfied for any optimal solution of a subordinate (lower-level) …
Local optimization of dynamic programs with guaranteed satisfaction of path constraints
An algorithm is proposed for locating a feasible point satisfying the KKT conditions to a
specified tolerance of feasible inequality-path-constrained dynamic programs (PCDP) within …
specified tolerance of feasible inequality-path-constrained dynamic programs (PCDP) within …
Continuous piecewise linear delta-approximations for univariate functions: computing minimal breakpoint systems
S Rebennack, J Kallrath - Journal of Optimization Theory and Applications, 2015 - Springer
For univariate functions, we compute optimal breakpoint systems subject to the condition
that the piecewise linear approximator, under-, and over-estimator never deviate more than …
that the piecewise linear approximator, under-, and over-estimator never deviate more than …
Global optimization of generalized semi-infinite programs via restriction of the right hand side
A Mitsos, A Tsoukalas - Journal of Global Optimization, 2015 - Springer
The algorithm proposed in Mitsos (Optimization 60 (10–11): 1291–1308, 2011) for the global
optimization of semi-infinite programs is extended to the global optimization of generalized …
optimization of semi-infinite programs is extended to the global optimization of generalized …
A hybrid discretization algorithm with guaranteed feasibility for the global solution of semi-infinite programs
H Djelassi, A Mitsos - Journal of Global Optimization, 2017 - Springer
A discretization-based algorithm for the global solution of semi-infinite programs (SIPs) is
proposed, which is guaranteed to converge to a feasible, ε ε-optimal solution finitely under …
proposed, which is guaranteed to converge to a feasible, ε ε-optimal solution finitely under …
Discretization-based algorithms for generalized semi-infinite and bilevel programs with coupling equality constraints
H Djelassi, M Glass, A Mitsos - Journal of Global Optimization, 2019 - Springer
Discretization-based algorithms are proposed for the global solution of mixed-integer
nonlinear generalized semi-infinite (GSIP) and bilevel (BLP) programs with lower-level …
nonlinear generalized semi-infinite (GSIP) and bilevel (BLP) programs with lower-level …
Convex semi-infinite programming algorithms with inexact separation oracles
Solving convex semi-infinite programming (SIP) problems is challenging when the
separation problem, namely, the problem of finding the most violated constraint, is …
separation problem, namely, the problem of finding the most violated constraint, is …
Robust dynamic optimization of batch processes under parametric uncertainty: Utilizing approaches from semi-infinite programs
J Puschke, H Djelassi, J Kleinekorte… - Computers & Chemical …, 2018 - Elsevier
The optimal solution in dynamic optimization of batch processes often exhibits active path
constraints. The goal of this work is the robust satisfaction of path constraints in the presence …
constraints. The goal of this work is the robust satisfaction of path constraints in the presence …
Incorporating Shape Knowledge into Regression Models
M Poursanidis, P Link, J Schmid, U Teicher - arxiv preprint arxiv …, 2024 - arxiv.org
Informed learning is an emerging field in machine learning that aims to compensate for
insufficient data with prior knowledge. Shape knowledge covers many types of prior …
insufficient data with prior knowledge. Shape knowledge covers many types of prior …