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- Whereas a [[personal knowledge graph]] usually contain resources authored or collected by a single person, and a wiki usually contains resources produced by a community, an Agora is a [[social knowledge graph]] based on the [[integration]] of both personal and group resources. - Whereas a [[personal knowledge graph]] usually contain resources authored or collected by a single person, and a wiki usually contains resources produced by a community, an Agora is a [[social knowledge graph]] based on the [[integration]] of both personal and group resources.
- Being a graph, an Agora can be defined as a set of vertexes or [[nodes]] `V` (entities) and [[edges]] `E` (known links between entities, optionally annotated). - Being a graph, an Agora can be defined as a set of vertexes or [[nodes]] `V` (entities) and [[edges]] `E` (known links between entities, optionally annotated).
- Agora [[nodes]] are defined by the set of known resources *about* the entity described by their title. - Agora [[nodes]] are defined by the set of known resources *about* the entity described by their title.
- Put another way, an [[agora node]] is a community maintained [[collection]] made up of voice-preserving individual contributions and group contributions. - Put another way, an [[agora node]] is a community maintained [[collection]] of voice-preserving individual contributions by default.
- Note that Agora nodes generalize in turn to graphs defined in a local context around the [[subnodes]] defined by known resources. - Note that Agora nodes generalize in turn to graphs defined in a local context around the [[subnodes]]
- Note that because links can be annotated in an Agora, the Agora is in itself a [[hypergraph]]. - Note that because links can be annotated in an Agora, the Agora is in itself a [[hypergraph]].
- Finally, individual agoras are expected to federate and organize into Agora networks, which are of course in themselves graph-like at a higher level. - Finally, individual agoras are expected to federate and organize into Agora networks, which are of course in themselves graph-like at a higher level.
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