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The latter is a product representation of the former.
Tensor product representation of a topological ordered phase: Necessary symmetry conditions.
In this paper, a product oriented modelling approach is proposed in order to provide a complete method for product representation.
A sample problem is used to illustrate the technique and a Kronecker product representation of the constitutive equations used to simplify the development.
Unlike the existing product representation methods, the multi-layer representation is a dynamic product data model integrated with an ant colony search process for a near optimal solution.
Other approaches, such as clustering of the Design Structure Matrix product representation, may be used to identify modules from a technical complexity point of view.
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Essential use is made of infinite tensor product representations of the canonical anticommutation relations algebra.
Utilizing these new concepts, 3-D product visualization is compared with traditional 2-D product representations and television advertising.
Two brief industrial case studies are presented to give insight into using the MIG and emphasize potential improvements to visual product representations for developing modular product families in a team.
WithHa Hilbert space, OHthe generalized Cuntz algebra overHendowed with the canonical actionΛofU H), we consider a natural family S0of product representations of the zero grade part O0H, and the family S obtained from S0by inducing to OHvia the natural conditional expectationP: OH→O0H.
Their proof is based on the infinite product representations.
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