uniqueness property

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• Uniqueness quantification — This article is about mathematics. For the electronic group, see Unique (band). In mathematics and logic, the phrase there is one and only one is used to indicate that exactly one object with a certain property exists. In mathematical logic, this …   Wikipedia

• Set of uniqueness — M set redirects here. For the CityRail train, see CityRail M set. In mathematics, a set of uniqueness is a concept relevant to trigonometric expansions which are not necessarily Fourier series. Their study is a relatively pure branch of harmonic… …   Wikipedia

• Universal property — In various branches of mathematics, certain constructions are frequently defined or characterised by an abstract property which requires the existence of a unique morphism under certain conditions. These properties are called universal properties …   Wikipedia

• Intellectual property — This article is about the legal concept. For the 2006 film, see Intellectual Property (film). Intellectual property law Primary rights …   Wikipedia

• Indigenous intellectual property — is an umbrella legal term used in national and international forums to identify indigenous peoples special rights to claim (from within their own laws) all that their indigenous groups know now, have known, or will know. [RAINFOREST ABORIGINAL… …   Wikipedia

• Homotopy lifting property — In mathematics, in particular in homotopy theory within algebraic topology, the homotopy lifting property (also known as the right lifting property or the covering homotopy axiom) is a technical condition on a continuous function from a… …   Wikipedia

• Candidate key — In the relational model, a candidate key of a relvar (relation variable) is a set of attributes of that relvar such that # at all times it holds in the relation assigned to that variable that there are no two distinct tuples with the same values… …   Wikipedia

• Serial module — Chain ring redirects here. For the bicycle part, see Chainring. In abstract algebra, a uniserial module M is a module over a ring R, whose submodules are totally ordered by inclusion. This means simply that for any two submodules N1 and N2 of M,… …   Wikipedia

• Limit (category theory) — In category theory, a branch of mathematics, the abstract notion of a limit captures the essential properties of universal constructions such as products and inverse limits. The dual notion of a colimit generalizes constructions such as disjoint… …   Wikipedia

• Coding theory — is the study of the properties of codes and their fitness for a specific application. Codes are used for data compression, cryptography, error correction and more recently also for network coding. Codes are studied by various scientific… …   Wikipedia

• Catamorphism — The concept of a catamorphism is grounded in category theory, and has been applied to functional programming. It denotes the unique homomorphism for an initial algebra. The term comes from Greek Polytonic|κατα (downwards, according to) + morphism …   Wikipedia