Because of the conciseness of its original syntax, it is even possible to use it without noticing that it is a programming language.
The indispensable numerical method of characteristics is outlined with admirable conciseness and clarity for flows that are either frozen or in thermodynamic equilibrium.
A more lenient paradigm offers the programmer better possibilities for clarity and conciseness.
The method is a reasonable compromise between conciseness, clarity and efficiency and variants of this program have now been widely deployed.
For its conciseness, we present a proof of this result.
For the sake of conciseness, these arguments are presented in three main categories.
It is written with great clarity and remarkable conciseness.
For conciseness, it has been decided to focus on highly influential and original approaches.
We have dropped the key word static, used in the previous section, for conciseness.
Conciseness: the answer should not contain extraneous or irrelevant information.
For conciseness, in the following theorem statements we leave implicit the existential quantification of the results of hereditary substitution.
While this should give it a clarity and conciseness, it remains repetitive and partial.
For conciseness, we omit the details of such modifications of the proof in the following arguments.
For conciseness, this dependence will not be written down explicitly, except when it is necessary to stress this feature.
They commonly address issues such as monosemy (one-to-one relationships between terms and concepts), transparency, and conciseness.
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