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We propose a new topology optimization approach based on the moving morphable components (MMC) framework with an explicitly described a layout through a finite number of components.
These methods decompose a signal into a finite number of components on which the time frequency analysis can be applied more effectively.
It can be concluded that the suggested Weibull mixture with an arbitrary but finite number of components is suitable for lifetime data approximation.
Since there is only a finite number of components, these paradoxical decompositions can be assembled to a paradoxical decomposition of X, hence X is non-amenable, as desired. square ). square
It can be concluded that the suggested GRP model with Weibull mixture with an arbitrary but finite number of components is suitable for predicting failures based on the past performance of the system.
In the case of closed chains in PBC, the periodic linking number is an integer topological invariant that depends on a finite number of components in the periodic system.
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It is easy to show that if a diffeomorphism has a finite number of chain components, then every chain component is locally maximal, and therefore, every chain component of a tame diffeomorphism is locally maximal.
If F has a finite number of connected components (F_{1},dots, F _{n}), then (varepsilon_{0}:=min_{ineq j}rho(F_{i},F_{j})>0) due to the compactness of components of a compact set.
We first show that there are only a finite number of finite components.
Under the assumptions of Lemma 1.3, has a finite number of connected components, each of which satisfies the same assumptions as itself.
Central to the marine industry is the reconstruction of a stochastic seaway using a finite number of Fourier components.
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