Blar i NTNU Open på forfatter "Köbis, Markus Arthur"

Viser treff 1-5 av 5

    • Approximate elements for set optimization problems with respect to variable domination structures 

      Köbis, Elisabeth Anna Sophia; Köbis, Markus Arthur (Peer reviewed; Journal article, 2022)
      We consider set optimization problems governed by the upper set less relation introduced by Kuroiwa. We extend some known results from the literature to a setting that includes (a) variable domination structures and (b) ...

    • A FIRST BIBLIOGRAPHY ON SET AND VECTOR OPTIMIZATION PROBLEMS WITH RESPECT TO VARIABLE DOMINATION STRUCTURES 

      Köbis, Elisabeth Anna Sophia; Köbis, Markus Arthur; Tammer, Christiane (Journal article; Peer reviewed, 2022)
      This bibliography lists 107 papers dealing with variable domination structures in vector and set optimization, and its applications and numerics. A classification is given in terms of different sub-branches where variable ...

    • Implementation of an optimal control solver for linear problems 

      Angelo, Imre (Bachelor thesis, 2023)
      Optimal control theory is pivotal to many fields of science, engineering, and economics, as it provides a mathematical framework to determine the control that optimizes a given measure over time. This thesis details the ...

    • Time-Optimal Adaptation in Metabolic Network Models 

      Köbis, Markus Arthur; Bockmayr, Alexander; Steuer, Ralf (Peer reviewed; Journal article, 2022)
      Analysis of metabolic models using constraint-based optimization has emerged as an important computational technique to elucidate and eventually predict cellular metabolism and growth. In this work, we introduce time-optimal ...

    • The Weighted Set Relation: Characterizations in the Convex Case 

      Köbis, Elisabeth Anna Sophia; Köbis, Markus Arthur (Peer reviewed; Journal article, 2021)
      Optimization of set-valued mappings has become an important subbranch of optimization. In set optimization, one of the main tools to compare sets is given by set relations, which are binary relations among sets. The main ...