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Search Results - Arthur Köbis, Markus
Search Results - Arthur Köbis, Markus
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Numerical solution of the relativistic single-site scattering problem for the Coulomb and the Mathieu potential
by
Geilhufe, Matthias
,
Achilles, Steven
,
Köbis, Markus Arthur
,
Arnold, Martin
,
Mertig, Ingrid
,
Hergert, Wolfram
,
Ernst, Arthur
Published in
Journal of physics. Condensed matter
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The weighted set relation: Characterizations in the convex case
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Journal of Nonlinear and Variational Analysis
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Fully stable well-posedness and fully stable minimum with respect to an admissible function
by
Zhu, Jiangxing
,
Arthur Köbis, Markus
,
Hu, Chunhai
,
He, Qinghai
,
Li, Jiaxiong
Published in
Optimization
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On the convergence of general projection methods for solving convex feasibility problems with applications to the inverse problem of image recovery
by
Zhao, Xiaopeng
,
Köbis, Markus Arthur
Published in
Optimization
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Time-Optimal Adaptation in Metabolic Network Models
by
Köbis, Markus Arthur
,
Bockmayr, Alexander
,
Steuer, Ralf
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A FIRST BIBLIOGRAPHY ON SET AND VECTOR OPTIMIZATION PROBLEMS WITH RESPECT TO VARIABLE DOMINATION STRUCTURES
by
Köbis, Elisabeth Anna Sophia
,
Köbis, Markus Arthur
,
Tammer, Christiane
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Unboundedness of the images of set-valued mappings having closed graphs: Application to vector optimization
by
Vu, Trung Hieu
,
Elisabeth Anna Sophia Köbis
,
Köbis, Markus Arthur
,
Schmölling, Paul Hugo
Published in
arXiv.org
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Numerical solution of the relativistic single-site scattering problem for the Coulomb and the Mathieu potential
by
Geilhufe, Matthias
,
Achilles, Steven
,
Köbis, Markus Arthur
,
Arnold, Martin
,
Mertig, Ingrid
,
Hergert, Wolfram
,
Ernst, Arthur
Published in
arXiv.org
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Optimization
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Arxiv.org
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Journal Of Nonlinear And Variational Analysis
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Journal Of Physics. Condensed Matter
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Journal Of Physics: Condensed Matter
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Subjects
Physical Sciences
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Science & Technology
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Mathematics
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Mathematics, Applied
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Coulomb Potential
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Operations Research & Management Science
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Optimization
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Technology
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49J52
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49K40
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90C30
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90C31
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Admissible Function
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Algorithms
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Characterization By Separating Functionals
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Computational Geometry
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Convex Feasibility Problem
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Convexity
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