Examples of using This notation in English and their translations into Romanian
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
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Programming
This notation.
What's this notation?
This notation is still in use today.
Your dad had this notation in his file.
Some mathematicians disapprove of this notation.
Ray, this notation- It must have been made by Dr. Stiles.
Under the Morgan-Keenan spectral classification scheme,planetary nebulae are classified as Type-P, although this notation is seldom used in practice.
This notation Ω{\displaystyle\Omega} became commonly used in number theory at least since the 1950s.
In all these cases,we should emphasize the fact that this notation is important because our notation is to give you a finitary specification of possibly infinite objects.
This notation captures the expressiveness of indices and the basis-independence of index-free notation. .
There is a mathematical relationship between the metric, the metric potential, andthe PPN parameters for this notation, with ten metric potentials(one for each PPN parameter) to ensure a unique solution.
In this notation, the entire Poincaré algebra is expressible in noncovariant(but more practical) language as.
Some sources claim that the letter K in this notation stands for the German word komplett,[3] but the German name for a complete graph, vollständiger Graph, does not contain the letter K, and other sources state that the notation honors the contributions of Kazimierz Kuratowski to graph theory.[4].
This notation is used when there might otherwise be confusion about which date is found in a given text.
This notation is often used to obviate the"nitpicking" within growth-rates that are stated as too tightly bounded for the matters at hand(since logk n is always o(nε) for any constant k and any ε> 0).
In this notation, a↑ b{\displaystyle a\uparrow b} represents the exponentiation function a b{\displaystyle a^{b}}, which may be interpreted as the result of repeatedly applying the function x↦ a x{\displaystyle x\mapsto ax}, for b{\displaystyle b} repetitions, starting from the number 1.
This notation Ω{\displaystyle\Omega} became commonly used in number theory at least since the 1950s.[28] In the 1970s the big O was popularized in computer science by Donald Knuth, who introduced the related Theta notation, and proposed a different definition for the Omega notation.[7].
The notation for this last concept can vary considerably.
In a correct notation this set can for instance be called O(g), where.
This concise notation is used for example by IUPAC in stating the atomic mass of elements.