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The derived perspective in algebraic geometry allows us to define the notion of shifted symplectic structures, a generalization of symplectic structures to derived stacks.
Considers a range of texts - including, novels, essays, films, and electronic media - and their efforts to define the notion of American identity.
Since it is unclear how to define the notion of a weak solution to this equation, we regularize the noise and introduce a family of approximations.
It is well known that a continuously increasing sequence of projections on H enables to define the notion of adapted shift.
This is validated by using XPL to define the notion of a language module that supports modular language construction and language transformation.
We extend Commons and Fligstein's work on market institutions to define the notion of competition regime as a combination of four market institutions that legitimizes competition strategies.
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The second step is to define the notions of 'true' and 'false' in terms of the semantic games; this happens by reference to the notion of winning strategy.
A natural starting point is to define the notions of left (right) (mathcal{M}_{C mathcal{A}} -convergence of sequences in the fuzzy quA}} -convergencepaces ((X,mathcal{M}_{C;mathcal {A}},ast)).
It is natural to define the notions of left (right) families (mathcal{J}_{C mathcal{A}}) generated by (mathcal {P}_{C mathcal{A}}), which provide new structures on X.
For given fuzzy quasi-triangular spaces ((X,mathcal{M}_{C mathcal {A}},ast)), it is natural to define the notions of left (right) (mathcal{G} -families (mathcal{K}_{C;mathcal{A}}) and left (riG} -familiesl{W})-famathcal{mathcal{K}_{C mathcal{A}}) generandd by (mathcaleft_{C;mathcal{A}}) (see Definitions 4.1 and 4.2), which prighte new structures on X.
Developing the humanistic and critical trend in Lean management research, it aims to define the notion and maturity of a Lean culture in higher education institutions as well as to determine its key dimensions and descriptions in the light of adopted ontological and epistemological assumptions.
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