Difference between revisions of "Fundamental Theorem of Arithmetic"

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The Fundamental Theorem of Arithmetic states the uniqueness of the product of any two prime numbers. This property can be used in many applications, specifically well known in the field of cryptography. In the world of data management, it can also be used to specify concepts using some global encoding scheme.
{{Fundamental Theorem
 
|name=Arithmetic
[[Category:Fundamental Theorem]]
|text=The product of any unique combination of two prime numbers is unique. This property can be used in many applications, specifically well known in the field of cryptography. In the world of data management, it can also be used to specify concepts using some global encoding scheme.
}}

Latest revision as of 07:37, 31 January 2022

The Fundamental theorem of Arithmetic states the following:

The product of any unique combination of two prime numbers is unique. This property can be used in many applications, specifically well known in the field of cryptography. In the world of data management, it can also be used to specify concepts using some global encoding scheme.

References


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