Examples of using This notation in English and their translations into Greek
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Financial
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Official/political
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Computer
This notation.
The meaning of this notation is given by.
This notation is still in use.
Some mathematicians disapprove of this notation.
This notation is still in use today.
We must make clear that this notation system is read from right to left.
This notation may vary from phone to phone.
And I'm writing this on purpose,because I want to get you used to this notation.
This notation became known as Feynman Diagrams.
An extreme(but correct)example of this notation is{}, which denotes the empty set.
This notation was inherited by Setext and wiki engines.
And it's actually the same thing-- you probably haven't seen this notation before-- as two thousand two hundred ninety-two divided by four.
Ray, this notation- It must have been made by Dr. Stiles.
We are very proud to have been the first offshore drilling contractor to gain this notation and it is a clear sign of our commitment to conform to the highest available quality standards.”.
This notation exists in a few programming languages such as Python.
Using asymptotic notation this result can be restated as π( x)∼ x log x.{\displaystyle\pi (x)\sim{\frac x}{\ log xx}}.} This notation(and the theorem) does not say anything about the limit of the difference of the two functions as x increases without bound.
This notation exists in a couple of programming languages like Python.
Sir for each transceiver pair i, okay?The received signal difference ratio for pair i is really a function of the entire vector with this notation on top of power vector P, okay? It's not just a function of your own power, But also function of others power.
This notation is used in historical documents, novels and also newspapers.
(In measure theory, however, this notation is used for absolute continuity, an unrelated concept.).
This notation can cause confusion since in most other contexts juxtaposition denotes multiplication instead.
However, in orders on sets of numbers, this notation might be inappropriate or ambiguous, since the number 0 is not always least.
Given this notation, the following are some true mathematical statements.
The advantage of this notation is that it reflects some properties of the knot or link.
This notation can be generalized to any number of terms: for instance, a1≤ a2≤…≤ an means that ai≤ ai+1 for i= 1, 2,…, n- 1.
Implementors will need to be familiar with this notation in order to understand this set of documents, and are referred to RFC 822 for a complete explanation of the augmented BNF notation.¶.
This notation can also be used for quantities that are surrounded by parentheses(e.g., 5(2) or(5)(2) for five times two).
Implementors will need to be familiar with this notation to fully understand this specification and are referred to[RFC822] for a complete explanation of the modified BNF notation. .
This notation is consistent with that used by Matthias Ehrgott in Multicriteria Optimization(see References).
Implementors will need to be familiar with this notation in order to understand this specification, and are referred to RFC 822 for a complete explanation of the modified BNF notation. .