Jean Penné's LLR
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Scan day: 17 February 2014 UTC
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Description: Proves k*2^n-1 with the Lucas-Lehmer-Riesel algorithm and k*2^n+1 with Proth's theorem. Free Windows and Linux download.
The Prime Pages: Jean Penné's LLR (Another of the Prime Pages' resources) A titan, as defined by Samuel Yates, is anyone who has found . This page provides data on those that have found these primes. The data below only reflect on the primes currently on the list. (Many of the terms that are used here are explained on
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WEBSITE Info
| Page title: | The Prime Pages: Jean Penné's LLR |
| Keywords: | Jean Penné's LLR, prime, primes, number theory, mathematics, records, titans, provers, discoverers, biographies |
| Description: | Welcome to the Prover Database for the List of Largest Known Primes. These pages contain a collection of records, resources and results all related to prime numbers. This pages contains the prover entry 'Jean Penné's LLR.' |
| IP-address: | 208.87.72.63 |
WHOIS Info
| NS | Name Servers: EXTDNS1.UTM.EDU 208.87.72.254 EXTDNS2.UTM.EDU 208.87.74.254 |
| WHOIS | |
| Date | activated: 01-Nov-1993 last updated: 12-Mar-2012 expires: 31-Jul-2014 |