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227-0690-11L 4 Credits DR , MSC D-HEST , D-MAVT , D-PHYS , D-INFK , D-MATH , D-ITET

Large-Scale Convex Optimization

Lecturers & Examiners: Dr. Michael Mühlebach
VVZ CR 4.0

Last Updated: 2026-06-03 00:14:06

Abstract

Convex optimization has revolutionized modern decision making and underpins many scientific and engineering disciplines. To enable its use in modern large-scale applications, we require new analytical methods that address limitations of existing solutions. This course is intended to provide a comprehensive overview of convex analysis and numerical methods for large-scale optimization.

Objective

Students should be able to apply the fundamental results in convex analysis and numerical methods to analyze and solve large-scale convex optimization problems.

Content

Convex analysis and methods for large-scale optimization. Topics will include: convex sets and functions ; duality theory ; optimality and infeasibility conditions ; structured optimization problems ; gradient-based methods ; operator splitting methods ; distributed and decentralized optimization ; applications in various research areas.

Resources

Lecture Notes

Available on the course Moodle platform.

General Information

Language
English
Levels
DR , MSC
Frequency
Yearly recurring

Examination

Type
graded semester performance

Course Components

Type Title Time & Place Hours
lecture Large-Scale Convex Optimization
This course will be offered as a block course between 01.06.2026 - 12.06.2026.
  • 01.06. - 12.06 Date 10:15-17:00 (ML F 38)
  • 26.06 Date 13:15-15:00 (ML F 38)
2 h weekly
exercise Large-Scale Convex Optimization
This course will be offered as a block course between 01.06.2026 - 12.06.2026.
  • 01.06. - 12.06 Date 10:15-17:00 (ML F 38)
  • 26.06 Date 13:15-15:00 (ML F 38)
1 h weekly

Offered In