dimensions of the duality. "By the dualityofstructure I mean that the structural properties of social systems are both the medium and the outcome of the practices...
process "the dualityofstructure and agency", since both aspects are involved in using and producing social actions.: 322 The dualityofstructure is essentially...
beyond the dualismofstructure and agency and argues for the "dualityofstructure" – where social structure is both the medium and the outcome of social...
Two theories related by a duality need not be string theories. For example, Montonen–Olive duality is an example of an S-duality relationship between quantum...
In mathematics, Pontryagin duality is a duality between locally compact abelian groups that allows generalizing Fourier transform to all such groups, which...
structure and agency are a duality that cannot be conceived of apart from one another and his main argument is contained in his expression dualityof...
articulation, dualityof patterning, or duality is the fundamental language phenomenon consisting of the use of combinations of a small number of meaningless...
tetrahedron dual to itself. Polyhedron duality can also be extended to dualityof higher dimensional polytopes, but this extension of geometric duality does...
ofduality. The kinds most relevant to elementary polyhedra are polar reciprocity and topological or abstract duality. In Euclidean space, the dual of...
of projective duality. A structure C that is isomorphic to its dual C∗ is called self-dual. The Fano plane above is a self-dual incidence structure....
The social structureof China has an expansive history which begins from the feudal society of Imperial China to the contemporary era. There was a Chinese...
contributed his theory of structuration to practice theory. The premise for structuration is based on his concept of the DualityofStructure. This is the idea...
In mathematics, Alexander duality refers to a duality theory initiated by a result of J. W. Alexander in 1915, and subsequently further developed, particularly...
Isbell conjugacy (a.k.a. Isbell duality or Isbell adjunction) (named after John R. Isbell) is a fundamental construction of enriched category theory formally...
Protein tertiary structure is the three-dimensional shape of a protein. The tertiary structure will have a single polypeptide chain "backbone" with one...
Koszul duality, named after the French mathematician Jean-Louis Koszul, is any of various kinds ofdualities found in representation theory of Lie algebras...
The Structureof Scientific Revolutions is a book about the history of science by philosopher Thomas S. Kuhn. Its publication was a landmark event in the...