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The boundary element-based topological derivatives concept was used for the first time by Marczak (2007), for the topology optimization of thermally conducting solids.
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A general formula is derived using the material derivative concept for the shape design sensitivity of the stress defined at a local segment.
The material derivative concept of continuum mechanics and the adjoint variable method are used to derive the shape and topology design sensitivity expressions in the domain integral form.
Hence, the gaussian derivative concept is introduced.
The stoichiometry is considered as the derivative concept when put in context with GATES/GEB.
We presented the brief history and some properties of the fractional derivative concept.
For shape DSA, the material derivative concept is used to compute effects of the shape variation.
Using this upper-Dini-derivative concept, Yuan and Liu [13] introduced a class of functions, which called -right upper-Dini-derivative function.
On frequent evildoer and dispositional accounts of evil character the concept of evil action is the root concept of evil, while the concept of evil character is a derivative concept.
The aim of this paper is to bridge shape sensitivity analysis and configurational mechanics by means of a widespread use of the shape derivative concept.
Now, we prove the following sufficient optimality conditions for the considered minimax problem (P) under generalized convexity with upper-Dini-derivative concept.
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