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The objectives of this study are the acknowledgement of the formal diversity offered by nature, enunciation of possible methods of formal analysis of the natural examples, and eventually the transformation of those characteristics into parameters capable of meeting the architectural requirements.
But this fact is not really very remarkable or mysterious, since all it means is that organisms are natural examples of a system of a certain well-known kind.
Cells offer natural examples of highly efficient networks of nanomachines.
There are no known "natural" examples of the third kind of independence.
There are also natural examples of this phenomenon for example, large cardinal axioms.
There are some natural examples of composite functionals that are embodied in the propositions below.
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The best known natural example of such imitation was provided by a troop of macaques in Japan.
Genetic modification of plant cells by Agrobacterium is the only known natural example of DNA transport between kingdoms.
A natural example of a J-contraction can be obtained by adding (finitely many) appropriate Φ-contractions as shown in the following example.
The logic L is a natural example of logic where the class of its reduced matrix models is not the right class of algebras expected to correpond it (see Font & Verdú 1991).
One natural example of a simplicial scheme is the stack quotient (Y/!/G) of a scheme Y by an action of an algebraic group G, understood as the simplicial scheme with terms (X([n]) = Y times G^n).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com