IEEE CIS Task Force on Many-Objective Optimisation

Objectives

Many-objective optimisation refers to a class of optimisation problems that have more than three objectives. The last decade has witnessed the emergence of many-objective optimisation as a booming topic in a wide range of complex modern real-world scenarios. However, in contrast to conventional multi-objective optimisation which involves two or three objectives, many-objective optimisation poses far great challenges to the area of nature-inspired search algorithms. On the one hand, the ineffectiveness of Pareto dominance, aggravation of the conflict between convergence and diversity, and inefficiency of recombination operation, along with rapid increase of time or space requirement and parameter sensitivity, have been significant barriers to the design of many-objective search algorithms. On the other hand, the infeasibility of solutions' direct observation, difficulty of the representation of the trade-off surface, and difficulty of understanding the relationship between objectives and articulating preferences leads to serious challenges in algorithm performance investigation, comparison and decision-making process. All of these suggest a pressing need for new methodologies in many-objective optimisation.

The objective of this task force is to promote the research on many-objective optimisation. It includes

  • Create an active and healthy community to promote theme areas of many-objective optimisation;

  • Facilitate the knowledge sharing and collaboration between researchers;

  • Exchange experience and promote discussion and contacts between researchers, industrialists and practitioners;

  • Organise conferences with IEEE CIS Technical Co-Sponsorship;

  • Organise seminars, tutorials, workshops, competition, and special sessions;

  • Launch edited volumes, books and special issues in journals.


Anticipated Interests

This task force will focus on all aspects in many-objective optimisation, including theory, practice and applications covering all paradigms in the high-dimensional space. Topics of interest include but are not limited to the following:

  • Analysis and development of the components of evolutionary algorithms in many-objective optimisation, including search operators, mating selection, environmental selection and population initialisation;

  • Comparative studies of various many-objective optimisation techniques;

  • Designing and constructing many-objective benchmark test problems;

  • Designing quality/performance metrics for many-objective solutions/algorithms;

  • Development of meta-heuristic algorithms for many-objective optimisation problems;

  • Evolutionary many-objective optimisation methods in search-based software engineering;

  • Evolutionary many-objective optimisation methods applied to real-world problems;

  • Exact methods from mathematical programming for many-objective optimisation problems;

  • Many-objective optimisation in bi-level optimisation problems;

  • Many-objective optimisation in combinatorial/discrete optimisation problems;

  • Many-objective optimisation in computational expensive optimisation problems;

  • Many-objective optimisation in constrained optimisation problems;

  • Many-objective optimisation in dynamic environments;

  • Many-objective optimisation in large-scale optimisation problems;

  • Objective reduction techniques;

  • Preference articulation in many-objective optimisation;

  • Preference-based search in evolutionary many-objective optimisation;

  • Study of parameter sensitivity in many-objective optimisation;

  • Theoretical analysis and developments in evolutionary many-objective optimisation;

  • Visualisation for decision-making in many-objective optimisation;

  • Visualisation for many-objective solution sets;

  • Visualisation for search process of meta-heuristic algorithms.

Activities

Current and Planned

Past

Chairs

Members