Description
This application calculate values of given number which are described below:
* Integer factorization
* Euler's totient function
* Primitive root (if exist)
* x, y where x^2 + y^2 = p if p is 4n+1
* x, y where x^2 + 3y^2 = p if p is 3n+1
* x, y where x^2 + 2y^2 = p if p is 8n+1 or 8n+3
* x, y where x^2 - 2y^2 = p if p is 8n+1 or 8n+7
This application uses Fermat algorithm, Pollard's rho algorithm and Lenstra's ECM for factorization, Miller–Rabin algorithm for primality test
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* Integer factorization
* Euler's totient function
* Primitive root (if exist)
* x, y where x^2 + y^2 = p if p is 4n+1
* x, y where x^2 + 3y^2 = p if p is 3n+1
* x, y where x^2 + 2y^2 = p if p is 8n+1 or 8n+3
* x, y where x^2 - 2y^2 = p if p is 8n+1 or 8n+7
This application uses Fermat algorithm, Pollard's rho algorithm and Lenstra's ECM for factorization, Miller–Rabin algorithm for primality test
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App Info
- Category
- Education
- Publisher
- Heart Solutions
- Languages
- English, German, Japanese, Chinese
- Recent release
- 5.0 (1 year ago )
- Released on
- Aug 30, 2010 (14 years ago )
- Also available in
- Japan , United States , Mexico , Belgium , South Korea , United Kingdom , Switzerland , Hong Kong SAR China , China , Norway , Germany , Nigeria , Peru , New Zealand , Netherlands , Romania , Malaysia , Latvia , Pakistan , Poland , Portugal , South Africa , Saudi Arabia , Sweden , Singapore , Thailand , Türkiye , Taiwan , Ukraine , Vietnam , United Arab Emirates , Egypt , Argentina , Austria , Australia , Brazil , Belarus , Canada , Chile , Colombia , Czechia , Algeria , Ecuador , Lebanon , Spain , Finland , France , Hungary , Ireland , Israel , India , Italy , Kuwait , Kazakhstan
- Last Updated
- 1 month ago
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