A review and comparison of solvers for convex MINLP

J Kronqvist, DE Bernal, A Lundell… - Optimization and …, 2019 - Springer
In this paper, we present a review of deterministic software for solving convex MINLP
problems as well as a comprehensive comparison of a large selection of commonly …

Advanced modeling and optimization strategies for process synthesis

EN Pistikopoulos, Y Tian - Annual Review of Chemical and …, 2024 - annualreviews.org
This article provides a systematic review of recent progress in optimization-based process
synthesis. First, we discuss multiscale modeling frameworks featuring targeting approaches …

Mixed-integer convex nonlinear optimization with gradient-boosted trees embedded

M Mistry, D Letsios, G Krennrich… - INFORMS Journal …, 2021 - pubsonline.informs.org
Decision trees usefully represent sparse, high-dimensional, and noisy data. Having learned
a function from these data, we may want to thereafter integrate the function into a larger …

Integrated target assignment and trajectory optimization for many-to-many midcourse guidance

T **, HS Shin, A Tsourdos, S He - IEEE Transactions on …, 2024 - ieeexplore.ieee.org
This paper investigates the problem of target assignment and trajectory optimization in multi-
missile multi-target engagement scenarios. To avoid complex mixed-integer nonlinear …

The supporting hyperplane optimization toolkit for convex MINLP

A Lundell, J Kronqvist, T Westerlund - Journal of Global Optimization, 2022 - Springer
In this paper, an open-source solver for mixed-integer nonlinear programming (MINLP)
problems is presented. The Supporting Hyperplane Optimization Toolkit (SHOT) combines a …

A disjunctive cut strengthening technique for convex MINLP

J Kronqvist, R Misener - Optimization and Engineering, 2021 - Springer
Generating polyhedral outer approximations and solving mixed-integer linear relaxations
remains one of the main approaches for solving convex mixed-integer nonlinear …

A low-cost alternating projection approach for a continuous formulation of convex and cardinality constrained optimization

N Krejić, EHM Krulikovski, M Raydan - Operations Research Forum, 2023 - Springer
We consider convex constrained optimization problems that also include a cardinality
constraint. In general, optimization problems with cardinality constraints are difficult …

Modern Computational Approaches to Nonlinear Discrete Optimization and Applications in Process Systems Engineering

D Bernal Neira - 2021 - kilthub.cmu.edu
Nonlinear discrete optimization problems arise in many different disciplines, given the
modeling versatility associated with nonlinear constraints and discrete decision variables. In …

Modern Computational Approaches to Nonlinear Discrete Optimization and Applications in Process Systems Engineering

DEB Neira - 2021 - search.proquest.com
Nonlinear discrete optimization problems arise in many different disciplines, given the
modeling versatility associated with nonlinear constraints and discrete decision variables. In …

[KIRJA][B] Branching strategies for mixed-integer programs containing logical constraints and decomposable structure

MN Mistry - 2021 - core.ac.uk
Decision-making optimisation problems can include discrete selections, eg selecting a
route, arranging non-overlap** items or designing a network of items. Branch-and-bound …