Concept
type: Class

Competitive tendering
preferred label: Ausschreibung @de
type: Descriptor
type: Concept
related: Auction theory

Revenue equivalence theorem
preferred label: Erlös-Äquivalenz-Theorem @de
type: Descriptor
type: Concept
broader: Auction theory

STW Thesaurus for Economics
type: Dataset
preferred label: Standard-Thesaurus Wirtschaft @de
type: ConceptScheme

is in scheme
definition: Relates a resource (for example a concept) to a concept scheme in which it is included.

Combinatorial auction
preferred label: Kombinatorische Auktion @de
type: Descriptor
type: Concept
broader: Auction theory

Allocation
preferred label: Allokation @de
type: Descriptor
type: Concept
related: Auction theory

Descriptor
type: Class

has related
sub property of: semanticRelation
definition: Relates a concept to a concept with which there is an associative semantic relationship.
comment: skos:related is disjoint with skos:broaderTransitive

Second-price auction
preferred label: Zweitpreisauktion @de
type: Descriptor
type: Concept
broader: Auction theory

Multi-unit auction
preferred label: Mehrgüterauktion @de
type: Descriptor
type: Concept
broader: Auction theory

Auction theory
narrower: Combinatorial auction
narrower: First-price auction
narrower: Common-value auction
narrower: English auction
narrower: Dutch auction
narrower: Second-price auction
narrower: Double auction
narrower: Private-value auction
narrower: Revenue equivalence theorem
narrower: Multi-unit auction
broader: Game theory and bargaining theory
preferred label: Auktionstheorie @de
alternative label: Auction game
alternative label: Competitive bidding
alternative label: Bidding behaviour
alternative label: Theory of auctions
related: Game theory
related: Competitive tendering
related: Allocation
related: Auction
is in scheme: STW Thesaurus for Economics
type: Descriptor
type: Concept
gvkppn: 091348404

First-price auction
preferred label: Erstpreisauktion @de
type: Descriptor
type: Concept
broader: Auction theory

Common-value auction
preferred label: Common-Value-Auktion @de
type: Descriptor
type: Concept
broader: Auction theory

English auction
preferred label: Englische Auktion @de
type: Descriptor
type: Concept
broader: Auction theory

Dutch auction
preferred label: Holländische Auktion @de
type: Descriptor
type: Concept
broader: Auction theory

Double auction
preferred label: Doppelte Auktion @de
type: Descriptor
type: Concept
broader: Auction theory

Private-value auction
preferred label: Private-Value-Auktion @de
type: Descriptor
type: Concept
broader: Auction theory

Game theory and bargaining theory
notation: N.09.03
label: Spiel- und Verhandlungstheorie @de
preferred label: N.09.03 Spiel- und Verhandlungstheorie @de
preferred label: N.09.03 Game theory and bargaining theory
type: Thsys
type: Concept
narrower: Auction theory

Game theory
preferred label: Spieltheorie @de
type: Descriptor
type: Concept
related: Auction theory

Auction
preferred label: Auktion @de
type: Descriptor
type: Concept
related: Auction theory

preferred label
sub property of: label
definition: The preferred lexical label for a resource, in a given language.
comment: skos:prefLabel, skos:altLabel and skos:hiddenLabel are pairwise disjoint properties.
comment: The range of skos:prefLabel is the class of RDF plain literals.
comment: A resource has no more than one value of skos:prefLabel per language tag.

alternative label
sub property of: label
definition: An alternative lexical label for a resource.
comment: skos:prefLabel, skos:altLabel and skos:hiddenLabel are pairwise disjoint properties.
comment: The range of skos:altLabel is the class of RDF plain literals.

has broader
sub property of: broaderTransitive
definition: Relates a concept to a concept that is more general in meaning.
comment: Broader concepts are typically rendered as parents in a concept hierarchy (tree).

has narrower
sub property of: narrowerTransitive
definition: Relates a concept to a concept that is more specific in meaning.
comment: Narrower concepts are typically rendered as children in a concept hierarchy (tree).