![]() |
|
|
#1 |
|
May 2004
22·79 Posts |
It is well known that there are infinite sequences of IMPOSSIBLE prime
factors of exponential functions of the type a^n+c where a belongs to N and is fixed, n is a variable belonging to N and c belongs to Z.(The only exception is 2^n-1 which has only 2 as an impossible factor.(For an example see seq A123239 of OEIS). Polynomials also have infinite sequences of IMPOSSIBLE prime factors and x^2 + x + 97 (x belongs to N) has the following infinite sequence of I.factors: 2,5,19........... Let me call this a Mally sequence ( in honour of late Mally). A.K.Devaraj |
|
|
|
![]() |
| Thread Tools | |
Similar Threads
|
||||
| Thread | Thread Starter | Forum | Replies | Last Post |
| Mally | devarajkandadai | Math | 12 | 2011-01-25 21:11 |
| Mally's marginal notes | devarajkandadai | Math | 3 | 2008-12-19 03:33 |
| Mally | devarajkandadai | Math | 2 | 2008-11-19 12:46 |
| Mally's habits | devarajkandadai | Math | 6 | 2008-01-20 15:38 |
| A puzzle dedicated to Mally | devarajkandadai | Math | 7 | 2007-10-08 11:39 |