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Environment Dimension. The Environment Dimension describes the artifacts, i.e.
entities that populate the environment of a MAS. This dimension uses the concept
of artifact [16], an element introduced by the Agents & Artifacts (A&A) conceptual
framework. These elements are employed by agents in order to reach their goals, since
artifacts have no associated goals. Additionally, the A&A framework presents the con-
cept of workspace, used to define the topology of the environment of a MAS.
Definition 4 . The Environment Dimension of a Virtual Organization is defined as ED =
WS , AR , EnvFunc
where:
- W S is the set of workspaces that build the environment of a MAS, where ws
WS
is defined as ws =
Loc
and Loc is referred to the location of the workspace inside
the environment.
- AR is the set of artifacts, where an artifact ar
AR is defined as ar =
PR , OP , LO , St
,
where:
PR are the observable properties of an artifact that agents can check without
executing any operation on it.
OP is the set of operations that agents can execute when interacting with the
artifact.
LO refers to the link operations, which allows the composition and distribution
of artifacts.
St is the internal state of an artifact.
- EnvFunc =
Located , Composition
is the set of functions that act on the environ-
mental elements, where:
2 WS describes the set of workspaces where an artifact is lo-
Located : AR
cated.
2 WS allows defining intersection and nesting relations
between workspaces that build the environment.
Composition : WS
Properties of the Relations. The Composition relation is reflexive and symmetrical,
since a workspace can intersect with itself. Additionally, it is necessary for an artifact
to be contained, at least, in a workspace. Formally:
Located ( ar )
ar
Ar :
ws
WS
ws
(10)
Normative Dimension. The Normative Dimension describes normative restrictions on
the behavior of the entities of the system, including sanctions and rewards, based on the
work by Criado et al. [17].
Definition 5 . The Normative Dimension of a Virtual Organization is defined as ND =
N ,> n
where:
- N is the set of norms of the system.
- > n is an order relationship between norms, defining the priority between them. This
relation establishes a total relation order between the norms governing the system,
avoiding the priority confusion when a norm is executed.
Formally, a norm is defined as:
 
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