A working group, or working party, is a group of experts working together to achieve specified goals. The groups are domain-specific and focus on discussion or activity around a specific subject area. The term can sometimes refer to an interdisciplinary collaboration of researchers working on new activities that would be difficult to sustain under traditional funding mechanisms (e.g., federal agencies).
The lifespan of a working group can last anywhere between a few months and several years. Such groups have the tendency to develop a quasi-permanent existence when the assigned task is accomplished; hence the need to disband (or phase out) the working group when it has achieved its goal(s).
A working group's performance is made up of the individual results of all its individual members. A team's performance is made up of both individual results and collective results. In large organisations, working groups are prevalent, and the focus is always on individual goals, performance and accountabilities. Working group members do not take responsibility for results other than their own. On the other hand, teams require both individual and mutual accountability. There is more information sharing, more group discussions and debates to arrive at a group decision.
Examples of common goals for working groups include:
creation of an informational document
creation of a standard
resolution of problems related to a system or network
continuous improvement
research
Working groups are also referred to as task groups, workgroups, or technical advisory groups.
The nature of the working group may depend on the group's raison d’être – which may be technical, artistic (specifically musical), or administrative in nature.
These working groups are established by decision makers at higher levels of the organization for the following purposes:
To elaborate, consolidate, and build on the consensus of the decision makers; and
To ensure (and improve) coordination among the various segments of the organization.
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The theme of the working group varies from year to year. Examples of recent topics studied include: Galois theory of ring spectra, duality in algebra and topology, and topological algebraic geometry.
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Service Immeubles, Patrimoine et Logistique du canton de Vaud2018