Oldfangled and
Traditional accounts of person assume that features denote first order predicates, that their values denote one-place truth functors, and that feature bundles are held together semantically by conjunction. Crucially, conjunction is a commutative operation, unlike those belonging to the current theory. The current chapter explores the consequences of semantics commutativity for theories of person features. Reviewing a range of influential accounts, it shows that these are accounts undergenerate if given only two features, but overgenerate if given more, and that means of trimming the generative excess are unsatisfactory. The chapter also compares three analyses of Bininj-Gunwok, which has a tripartite person for objects but quadripartite for person, arguing that the smallest feature inventory yields the most compact account.