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This paper will show how topology optimization can be used as a digital tool.

This paper will show two well-known numerical examples to prove efficiency.

This paper will show the theoretical approach and discuss the obtained results.

This paper will show the results of research PM in construction industry of Bosnia and Herzegovina.

In addition this paper will show that VAILDN has the same level of accuracy as do DAVA type algorithms.

This paper will show that a simple membrane (e.g. balloon) is not always the minimal mass pressure vessel.

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Besides that, this paper will also show some marketing prediction in term of economics view.

This paper will also show that this problem reformulation allows us to incorporate additional constraints, such as regional pole placement constraints which provide more control over the satisfactory transient behavior and closed-loop pole location, into the designing problem.

The definitions given in this paper will be shown more natural and rational because they are a part of the total energy E ( t ).

In this paper we will show that this is not the case in QED.

In this paper, we will show the same for several more results of this type, including those from [6] and those in (C^ -algebra-valued b-metriC^ -algebra-valued

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