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Mutual relationships between logic programming and RDF are examined. Basic RDF is formalized with ground binary Datalog Horn facts. Containers are modeled using ('active') polyadic constructors. For meta-statements a modal-logic treatment is suggested. To reduce large fact sets, an "inferential RDF", with special Horn rules, is introduced. A direct representation of non-binaryrelations is proposed. Reification is thus abandonned and RDF diagrams are generalized using hypergraphs. RDF types are considered as sort predicates. RDF Schema's class/propertyhierarc hies are regarded as a second-order subsumes/ subsumes syntax or as simple Horn rules. Its domain/range constraints are extended to (polymorphic) signatures. All concepts are explained via knowledge-representation examples as usable by information agents.