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Unitary U"nit*a*ry, a. 1. Of or pertaining to a unit or units; relating to unity; as, the unitary method in arithmetic. 2. Of the nature of a unit; not divided; united. Unitary theory (Chem.), the modern theory that the molecules of all complete compounds are units, whose parts are bound together in definite structure, with mutual and reciprocal influence on each other, and are not mere aggregations of more or less complex groups; -- distinguished from the dualistic theory.

- unitary may refer to: unitary construction, in automotive design, another common term for a unibody or monocoque construction

- a unitary authority is a type of local authority that has a single tier and is responsible for all local government functions within its

- a unitary state is a state governed as one single unit in which the central government is supreme and any administrative division s

- unitary authorities of england are local authorities that are responsible for the provision of all local government services within a

- in functional analysis , a branch of mathematics , a unitary operator (not to be confused with a unity operator) is a bounded linear

- in mathematics , a complex square matrix u is unitary if : u^* u uu^* i. where i is the identity matrix and u is the conjugate

- in mathematics , the unitary group of degree n, denoted u(n), is the group of n × n unitary matrices , with the group operation that of

- in mathematics , a unitary representation of a group g is a linear representation π of g on a complex hilbert space v such that π(g) is a

- in mathematics, a unitary transformation may be informally defined as a transformation that preserves the inner product : the inner

- a common aircraft has longerons (ribs or frames) and stringers most car bodies are not true monocoques; instead modern cars use unitary

- a unitary authority is a type of local authority that has a single tier and is responsible for all local government functions within its

- a unitary state is a state governed as one single unit in which the central government is supreme and any administrative division s

- unitary authorities of england are local authorities that are responsible for the provision of all local government services within a

- in functional analysis , a branch of mathematics , a unitary operator (not to be confused with a unity operator) is a bounded linear

- in mathematics , a complex square matrix u is unitary if : u^* u uu^* i. where i is the identity matrix and u is the conjugate

- in mathematics , the unitary group of degree n, denoted u(n), is the group of n × n unitary matrices , with the group operation that of

- in mathematics , a unitary representation of a group g is a linear representation π of g on a complex hilbert space v such that π(g) is a

- in mathematics, a unitary transformation may be informally defined as a transformation that preserves the inner product : the inner

- a common aircraft has longerons (ribs or frames) and stringers most car bodies are not true monocoques; instead modern cars use unitary

Unitary U"nit*a*ry, a. 1. Of or pertaining to a unit or units; relating to unity; as, the unitary method in arithmetic. 2. Of the nature of a unit; not divided; united. Unitary theory (Chem.), the modern theory that the molecules of all complete compounds are units, whose parts are bound together in definite structure, with mutual and reciprocal influence on each other, and are not mere aggregations of more or less complex groups; -- distinguished from the dualistic theory.

- the unitary executive theory is a theory of american constitutional law holding that the president controls the entire executive branch.

- physicists have attempted to develop a single theoretical framework that can account for the fundamental forces of nature – a unified field theory .

- marxism and the oppression of women: toward a unitary theory is a 1983 book by lise vogel that has been called a founding text of marxist

- in mathematics , a unitary representation of a group g is a operator for every g ∈ g. the general theory is well-developed in case g is

- the fluid theory of electricity (and 'two-fluid' theory) is a now defunct theory confirming case for this unitary theory since it appeared

- unitary executive theory , an american constitutional principle. european university of tirana. universiteti europian i tiranës. a private

- the science of unitary human beings is a grand nursing theory developed by martha e. rogers . the details of the theory are included in

- in mathematics , the main results concerning irreducible unitary representation s of the finite-dimensional representation theory of the

- in theoretical physics , the unitarity gauge or unitary gauge is a particular choice of a gauge fixing in a gauge theory with a

- the photomagneton is a theoretical treatment of the unitary group in quantum field theory and quantum chemistry that effectively

- physicists have attempted to develop a single theoretical framework that can account for the fundamental forces of nature – a unified field theory .

- marxism and the oppression of women: toward a unitary theory is a 1983 book by lise vogel that has been called a founding text of marxist

- in mathematics , a unitary representation of a group g is a operator for every g ∈ g. the general theory is well-developed in case g is

- the fluid theory of electricity (and 'two-fluid' theory) is a now defunct theory confirming case for this unitary theory since it appeared

- unitary executive theory , an american constitutional principle. european university of tirana. universiteti europian i tiranës. a private

- the science of unitary human beings is a grand nursing theory developed by martha e. rogers . the details of the theory are included in

- in mathematics , the main results concerning irreducible unitary representation s of the finite-dimensional representation theory of the

- in theoretical physics , the unitarity gauge or unitary gauge is a particular choice of a gauge fixing in a gauge theory with a

- the photomagneton is a theoretical treatment of the unitary group in quantum field theory and quantum chemistry that effectively