[seqfan] Re: Primes from Indices of Pi and E
Alexander P-sky
apovolot at gmail.com
Tue Apr 24 17:35:48 CEST 2012
On the tangent to the ensuing discussion ...
Is there ongoing statistics, recording/showing how many times each
sequence was read accessed by "outside" common public (i.e. people,
who are not logged in into OEIS)
and some primitive statistics, showing, say, 100 most accessed sequences ?
Regards,
ARP
On 4/24/12, Charles Greathouse <charles.greathouse at case.edu> wrote:
>> I would like to have the discussion more general about what should not be
>> included in OEIS.
>
> I think this is a fascinating and difficult question.
>
> The underlying philosophy, in my view, is that sequences are included
> to help others who come across them later. So one essential trait is
> that either someone will search for that sequence later, or else the
> sequence will be referenced elsewhere in a place which (1) interested
> people read, and (2) is sufficiently interesting to those at that
> place that some will follow the link to the sequence. Perhaps a
> sequence is sufficiently esoteric that no person will ever search for
> it directly, but it has a deep link to another sequence which is
> searched for, and is given there in a comment (or at least a
> cross-reference).
>
> Another essential trait that follows from this philosophy is that the
> sequence should contain information. It's a real letdown to search in
> the OEIS for a sequence only to find it, but have nothing other than
> the terms you had already calculated. Of course for some sequences
> just finding the terms is hard, and providing those is perhaps
> sufficient.
>
> Any other ideas as to 'first-principles' on inclusion?
>
> On a more practical level, I should mention
> https://oeis.org/wiki/User:Alonso_del_Arte/Is_this_sequence_interesting
> which contains specific advice on what to include (and, more to the
> point, what not to include). As far as your examples go, A052378
> seems fine to me. Your hypothetical subsequence of A210582 is (I
> agree) a bit much.
>
> Charles Greathouse
> Analyst/Programmer
> Case Western Reserve University
>
> On Tue, Apr 24, 2012 at 4:24 AM, Veikko Pohjola <veikko at nordem.fi> wrote:
>> Dear Seqfans,
>>
>>
>>
>> I would like to have the discussion more general about what should not be
>> included in OEIS. There are, for instance, numerous sequences in OEIS,
>> which
>> are just instances of a given class of sequence, which can reproduce
>> itself
>> in infinitely many different ways. The fact that some have been published
>> cannot mean that any other instance of the class should. How about
>> sub-sequences, should they be excluded and on what basis?
>>
>>
>>
>> A couple of examples.
>>
>>
>>
>> In A052378 the prime quadruples follow the gap pattern [4,2,4], but there
>> are (obviously infinitely many) other gap patterns which produce all the
>> sequences, some of which (like those listed as cross references of
>> A078854)
>> are in OEIS. I cannot see any publication policy to justify why those now
>> in
>> OEIS are there. The general pattern [a,b,c] is known, however, by which
>> the
>> class itself is defined and can be exploited to cover all its instances.
>>
>>
>>
>> The recent A210582 is the numbers whose first digit is the remainder of
>> their division by the last digit. Should the sub-sequence, where "numbers"
>> is replaced by "primes" be included. I think it should not.
>>
>>
>>
>> Best regards,
>>
>> Veikko
>>
>>
>>
>> ----- Original Message ----- From: "T. D. Noe" <noe at sspectra.com>
>> To: "Sequence Fanatics Discussion list" <seqfan at list.seqfan.eu>
>> Sent: Monday, April 23, 2012 10:46 PM
>> Subject: [seqfan] Re: Primes from Indices of Pi and E
>>
>>
>>> My two cents: No.
>>>
>>> At 3:40 PM -0400 4/23/12, Harvey P. Dale wrote:
>>>>
>>>> This sequence gives the indices at which a single digit of
>>>> Pi plus a single digit of E sum to a prime: 1,3,5,6,7,9,10,12,14,15,19 .
>>>> . . For example, the 5th digit of Pi is 5, the fifth digit of E is 2,
>>>> and 5+2 = 7. It is easy to generate other similar sequences. For
>>>> example, this sequence gives the indices starting at which the next ten
>>>> digits of Pi (read as a number) plus the next ten digits of E (again
>>>> read as a number) sum to a prime:
>>>> 1,6,22,32,119,123,146,152,189,216,230,255 . . .
>>>>
>>>>
>>>>
>>>> Is any of this worth putting into the OEIS?
>>>>
>>>>
>>>>
>>>> Best,
>>>>
>>>> Harvey
>>>>
>>>>
>>>> _______________________________________________
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