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== Notation == * <math>\sum_{k}^n{x}</math> [[Sum#Sigma notation|Summation]]: summand ...

* [[Sum#Sigma notation|Summation]]: <math>\sum</math> * [[Product (mathematics)#Pi product notation|Product]]: <math>\prod</math> ...

==Sigma notation== ...math> or <math>k</math><ref>{{Cite web|date=2020-03-01|title=Compendium of Mathematical Symbols|url=https://mathvault.ca/hub/higher-math/math-symbols/|access-date= ...

...solute value]] of the difference between all numbers in the vector. Or, in notation: [[Category:Mathematical notation]] ...

...ly a small dot (.), but this can vary as other languages can use different notation such as a comma (,) instead. In [[mathematical notation]], each column of numbers represents a power of the radix, with a radix poi ...

...culum''' is a [[wikt:horizontal|horizontal]] line put over a [[Mathematics|mathematical expression]]. It shows that it belongs together as a group. (''Vinculum'' i [[Category:Mathematical notation]] ...

...function ''f'' with respect to variable ''x'', the [[Mathematical notation|notation]] ...

The '''cross product''' is a [[mathematical]] operation which can be done between two [[three-dimensional]] [[vector]]s ==How to calculate the cross product in vector notation== ...

...ion in [[mathematics]].<ref>{{Cite web|date=2020-03-01|title=Compendium of Mathematical Symbols|url=https://mathvault.ca/hub/higher-math/math-symbols/|access-date= ...ers.aol.com/jeff570/operation.html Jeff Miller: ''Earliest Uses of Various Mathematical Symbols''] ...

...rks used in matched pairs within [[text]]. They are used in [[Mathematical notation|mathematics]] and in [[literature]] (written language). They are sometimes ...include, in particular:<ref>{{Cite web|date=2020-03-01|title=Compendium of Mathematical Symbols|url=https://mathvault.ca/hub/higher-math/math-symbols/|access-date= ...

==Notation== {{Mathematical logic}} ...

A '''term''' is a mathematical express. ...and terminology|multiplicative term]]s. Indeed, individual elements of any mathematical expression may be referred to as "terms". ...

'''[[Pi (math)]]''', '''<math>\pi</math>''', or '''π''', is the mathematical constant equal to a circle's circumference divided by its diameter. ** The [[Multiplication#Capital pi notation|product symbol]] ...

The notation for the limit above is read as "The limit of <math>f(x)</math> as <math>x</ ...^ 2}</math> would have a vertical asymptote at <math>x=0</math>. In limit notation, this would be written as: ...

...neering]] (under the name of the [[Z-transform]]). The familiar [[decimal notation]] for [[integer]]s can also be viewed as an example of a power series, but [[Category:Mathematical analysis]] ...

In logic and philosophy, '''predicate logic''' is a system of mathematical [[logic]]. It uses [[predicate]]s to express the state of certain things, w ...statements of the form "for all", and is true precisely when all possible mathematical objects of the universe of discourse match the specified predicate or formu ...

Graham's number is one of the greatest numbers ever used in a [[mathematical proof]]. Even if every digit in Graham's number were written in the tiniest ...]. In order to be able to write it down, we have to use [[Knuth's up-arrow notation]]. ...

...of ''f'' of ''x'', as ''x'' approaches ''c'' equals ''L''". An alternative notation is "<math>f(x) \to L</math> as <math>x \to c</math>", which reads "<math>f( For a sequence <math>x_n</math>, the similar notation <math>\lim_{n \to \infty} x_n=L</math> is used.<ref>{{Cite web|last=Weisste ...

In [[mathematics]], '''closure''' describes the case when the results of a mathematical operation are always defined. For example, in ordinary arithmetic, addition One can sometimes make closure of a mathematical object by including new elements to it. The integers are a closure of the n ...

[[Category:Mathematical notation]] ...