CONSENSUS DECISION MAKING-UTILISING PRACTICAL GAME THEORY TECHNIQUES

David Karr(CP Eng, FIIEA)

Federal President

Industrial Engineers Australia(IEA)

Perth, Western Australia

president@iea.org.au

Paper Title

Consensus Decision Making-Utilising Practical Game Theory Techniques

Abstract

This paper is a practical example of utilizing Game Theory for effective Consensus Decision Making.

In todays ever increasingly multifaceted world, there is an essential need for complex decisions to be resolved in a responsible optimum manner. The solution process needs to be suitably applied, that appropriately resolves the issue. In most cases, utilising Industrial Engineering(IE) Techniques, will result in suitable outcomes.

The decision requirements can include personal, business, governance, bureaucratic, environmental, technical and other outcomes, that require resolutions that may have short, medium or long term impacts.

Industrial Engineering Practices such as Consensus Decision Making(CDM) utilizing Game Theory(GT), can be utilized effectively, that can in most cases, lead to optimal conclusions that benefit collectively in a Holistic manner. It should be noted that GT leads to optimized solutions and NOT to universally accepted outcomes in some cases.

Due to circumstances, the need for effective consensus decision requirements, is a major challenge. This is mainly due to the participants varying vested interests, backgrounds etc. This can lead to conflict or disagreement.

The challenge then becomes how best to solve the challenges for optimum outcomes that satisfy all or the majority of the parties involved to a greater extent.

A solution is the introduction of Consensus Decision Making Utilising Game Theory. Consensus Decision Making allows for a positive methodology, treating all participants equally, leading to meaningful agreements for the group.

Keywords

Consensus, Decision, Benefit, Conflict, Optimum.

Introduction

In our society, respectful agreement is the norm for a multitude of various situations. These could include normal daily activities such as domestic circumstances, purchasing items in a store, business decisions in the workplace, authority decrees or even international differences.

Consensus Decision Making is a creative and dynamic way of reaching agreement between all or most members of a group. Instead of simply voting for an item and having the majority of the group getting their way, a group using consensus is committed to finding solutions that everyone actively supports, or at least can live with.

Reference 1.

The need for an appropriate outcome, hopefully for all interested parties, is the ultimate state of affairs.

By utilising effective communication techniques holistically, Industrial Engineers(IE) are able to successfully achieve effective outcomes benefiting organisations and even individuals in their daily lives

Traditionally decisions are usually made unilaterally(top down organisations), dictatorially (dictatorships or strong organisations or strong personalities) or by senior management or rubber stamped(weak democracies following strong leaders)

Many ancient societies have hierarchical or ingrained traditional customs that are respected within the group. Thus situations that may in other societies or communities require many “vested interested” parties requirements to be satisfied, maybe be resolved simply and expeditiously. But in many cases especially in democratic societies, simple and easy solutions may not be possible or acceptable.

Challenges Impacting on Acceptable Consensus Decision Outcomes

The challenge of reaching acceptable mutual outcomes in complex situations, occurs when there are diverse ideas or vested interests, which facilitates the need for diplomacy or suitable consensus decision making. This is especially prevalent when the viewpoints are diverse, contradicting or even opposing.

Contributing circumstances that can create differences can include:

Unwillingness to agree or compromise
Diverse vested interests
Stubbornness
Economic or cultural backgrounds
Language
Education
Societal standing
Religious
Nationalistic
Age
Environmental
Mental
Intelligence
Personality traits, and values
Ineffective Leadership
Cultural Diversity
Or even irrational condition at a particular time

Some examples of the above situations include:

An argument between a parent and a child
Differing views on how to solve a technical problem in the workplace
Strategy moving forward from a fossil fuel energy system, to one of utilising more environmentally friendly energy sources
Balancing a national budget
Optimum transport/traffic management in Metropolitan areas.
Pricing of goods/services between supplier/customer
Property owner tenant dispute resolution
Solving dispute between 2 or more nations
Reluctance to change work practices
Bureaucratic intransigence
Business to business agreements
Avarice
Choice of Restaurant
Holiday location

Decision Resolution Methodologies

There is a need to resolve the above situations in a civil manner to the satisfaction of the various parties in the main.

Unfortunately, in the last few years there have been forceful conflicts around the globe, some caused by individual viewpoints unfortunately. In the 21^st century, these aggressive methodologies employed, are not really acceptable, in order to resolve conflict. There are of course better options to resolve these differences.

On the other hand utilizing CONSENSUS DECISION MAKING techniques in order to resolve issues in an intelligent manner, leads to far more improved outcome. This can include less stress, lower economic cost, reduced impact on the environment and a reduced timeframe as well as less destruction and human misery.

By applying Consensus Decision Making, this can be understood as participants making decisions by agreement rather than by majority vote and being inclusive to the extent possible, all necessary interests are represented or, at a minimum, approve of the decision.

Some of the consensus decision making techniques can include:

Openness by all participants
Acceptance by participants to Change
Ability of participants to communicate effectively
Explaining issues taking into account group backgrounds
Explaining acronyms in full context initially
Respecting all participants and their views
Equality of all participants
Allow all participants an equal say even if in disagreement with others
Having a suitable competent neutral facilitator
Being prepared prior to meeting
View differences of opinion as helpful rather than harmful
Discussing issues as objectively as possible
Suitable safe location for discussion(F2F/Hybrid/Online)

Reference 2.

Industrial Engineering(IE) Methodologies Aiding Consensus Decision Making

Utilizing core IE methodologies, allows for complex issues to be resolved optimally. Some of the IE basic practices include:

Operations Research Techniques
Game Theory
Optimal Data Analysation
Numerical Methods/Linear Programming
Lean Management
Circular Economy
Effective Supply Chain Systems
Business Process Re-Engineering
Systems and Process Engineering
Cost Benefit and Value Analysis
Etc

For the above techniques to be beneficial, the fundamental hypothesis is that effective open communication and analytical approaches within a holistic approach, be employed for all or most of the process. Game Theory permits for optimum decision making to be arrived at allowing a more open objective process to be followed.

To clarify, Game Theory is that branch of mathematics concerned with the analysis of strategies for dealing with competitive situations where the outcome of a participant's choice of action depends critically on the actions of other participants. This usually leads to a democratic, harmonious and optimal resolution process for simple or very complex challenges. Game theory has been applied to contexts in business, society, war, and even in government.

Ref 3 Game Theory was developed by John Nash-American Mathematician comprises

Is a very democratic method of problem solving
The makeup of the participants is important so as to allow for as unbiased outcome as possible
It allows all participants to equally have their input/concepts heard
The input is then collated and refined
Ranked Balloting then determines each participant’s choice
- Ranking occurs by first choice having the highest value and so on
The ballot results are then published. NOTE 1
Further Benefit and or Risk Analysis(by each participant) can be undertaken with respect to various criteria such as costing, timing, impact to business etc
The benefit/risk analysis results can be attached to the initial GT analysis for final decision choice
In some cases, the initial concepts and ideas to be revisited.
It removes the intra organizational conflict, competition, dysfunctionality leading to optimal business outcomes building inter personal trust
Utilizes Intelligent Objective Consensus(IOC)

NOTE 1 Applications such as Slido can be utilized as well as spreadsheets.

NOTE 2 Game Theory does not necessarily lead to universal agreement in all cases. However GT can be utilized for optimized outcomes. Reference 3

Utilising Consensus Decision Making Process Utilising Simplified Game Theory(GT)

In short, Game Theory is the mathematical study of strategy and decision making where multiple players make choices that affect each other's outcomes. It involves the analysis of various scenarios where the payoff of a player's decision depends not only on their own actions but also on the actions of other players

The process of utilizing simplified Game Theory(GT) comprises of 3 major phases.

Potential Solution Evaluation-utilising objective/subjective decision making in selecting possible solutions
Criteria identification to be used leading to consensus decision making
Benefit and Risk Analysis applied utilising selected Criteria applied to issue potential solutions.

The process can be repeated if “fresh” input of ideas or possible solutions are produced.

Practical Example of Utilizing Game Theory

For the purposes of undertaking this exercise SLIDO Application(www.slido.com) will be utilized.

Solution Evaluation

Identify project, strategy etc
Involve suitably representative participants in process.
Ask participants for their input-solution, options. NOTE all participant are EQUAL.
Collate, sort input, identify optimized solutions(s)
Undertake a preferential multiple-choice poll. Can utilize SLIDO.
View results and select top 3 to 5 possible options. Refer Figure 1.

FIGURE 1

POLL RESULTS(SLIDO) EXAMPLE

Criteria identification

Similar process to Solution Evaluation, identifying influencing Criteria to be considered(eg cost) Step 1 to 5
View results and select top 3 to 5 criteria options as required. Refer Figure 2.

FIGURE 2

APPLIED SELECTION CRITERIA RESULTS EXAMPLE

Benefit and Risk Analysis applied utilising selected Criteria applied to issue potential solutions

Apply the various selected criteria to each of the top 3 to 5 selected possible solutions
Note that the Benefits are considered Positive contributors, and Risks are considered Negative contributors.
Identify the Optimum Option. Refer Figure 3.
NOTE reviewing the outcome and the possibility of returning to the Solution Evaluation stage may occur.

FIGURE 3

APPLIED BENEFIT AND RISK ANALYSIS RESULTS EXAMPLE

Possible Consensus Decision Making topics for this presentation could include:

Sustainable Energy Solutions

Optimum transport/traffic management in Metropolitan areas

Managing population growth in Developing Countries

Managing and Accepting Disruptive Technological Change

Efficient Airport Air Traffic Management Approach

Minimization of Population Health Issues in Developing Countries

Future Food /Protein Sustainment

Conclusion

In conclusion “concepts of game theory permit a wide range of applications, at the same time they are selectively useful in solving problems of a certain type, in drawing attention to certain features of a problem, and in reaching certain types of conclusions.” (Reference 4)

The need for a suitable methodology allowing for the resolution of many simple or complex issues allowing for acceptable agreement is essential. An applicable Industrial Engineering technique that facilitates effective Consensus Decision Making is the utilization of Game Theory developed by John.

It should be noted that Game Theory may not lead to Universal acceptance in the decision making process in all cases. However, Game Theory when utilized effectively, usually leads to optimum solutions. These outcomes can be acceptable to all or most of the participants in many cases.

References

Seeds for Change www.seedsforchange.org.uk
National-Partner-Recommendation-Consensus-Decision-Making-Process-incl-Modified-Consensus.The Consensus Council, Inc 1003 E Interstate Avenue - Suite 7 Bismarck, North Dakota
Equilibrium points in n-person games John F. Nash, Jr, 1950.
The Selective Usefulness of Game Theory, Published in Social Studies of Science, Vol. 8, 1978,.Brian Martin

Biography David Karr

David Karr Graduated as an Industrial Engineer BSc (Eng Mech in the Industrial Option) in 1976 at University of Witwatersrand (Wits), Johannesburg, South Africa in 1976. He received a Graduate Diploma in Engineering at Wits 1979. David has worked in various Production and Industrial Engineering roles in manufacturing, service industries and consultancy for over 45 years in South Africa, Canada and Australia. He also has training experience as a lecturer(casual) at TAFE(technical college) for 13 years delivering training in various aviation business units.

He has worked for Siemens(Routing Eng) and Colgate Palmolive(IE) (South Africa), Pirelli Cables(IE) and Canada Post(IE) (Canada), BOC Gases (Australia)(Production & Project Manager) across production quality, project management, supply chain management, design and improvements of production line and layouts of work area and data optimization.

Industry experience included batch and process type manufacturing as well as large and small sites mainly with large multinational or national companies.

He has delivered Game Theory presentations to Curtin University, Perth, WA, University of Melbourne and Industrial Engineers Australia.. Also he has applied practical Game Theory industry circumstances.

He has its own Business Consultancy undertaking passenger surveys, time and motion studies , setting up preventative maintenance systems for various clients and introduction of digitised autonomous processes. David has been very active in professional organisations in Canada(Canadian Society of Industrial Engineers (CSIE) and in Australia(Industrial Engineers Australia (IEA) and Engineers Australia (EA)

He is a fellow and Federal President of Industrial Engineers Australia and Chartered Professional Engineer of Engineers Australia.

David Karr

Affiliation

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