Mainly for Jon Hough

This thread concerns Project Euler problem number 
484;  see
https://projecteuler.net/problem=484
I've done it at last,  more than 
a month after Jon reminded me.  I'm solver number 96, 
so it's 
evidently quite difficult, considering the problem was posted last 
October. 

My hint about a sieve was sort of helpful,  but you need to 
prune the size of the working
arrays drastically to solve for 5e15.

I 
don't think I'm giving too much away to point out that every square-
free number
contributes just one to the required sum.

My functions are 
very messy at the moment - they just growed and growed - so
they're not 
worth sharing yet.

So, have you solved it yet, Jon?

All the best,


Mike


On 12/07/2015 20:07, Jon Hough wrote:
> Raul's hint has reduced 
the size of the problem somewhat, but I still think I need to loop up 
to %: 5e15 which may be possible but I doubt it. I will think about it 
again tomorrow.
>
> --- Original Message ---
>
> From: mike_liz.
[email protected]
> Sent: July 13, 2015 3:39 AM
> To: 
[email protected]
> Subject: Re: [Jprogramming] Here we go 
again... another Project Euler Question
>
> Problem 484 is still on my 
to-do list.  I haven't looked at
> it in a
> while,  but my working 
script includes a remark:
> NB. ... suggests a
> sieve might be ok - 
but for 5e15????!!!
> Also,  I seemed to be trying to
> use a moebius 
function or
> Moebius' Theorem...
>
> As I haven't managed to
> solve 
it yet,  I don't suppose that is a
> serious spoiler!!!!
>
>
> 
Currently stuck on many of the 500s - they don't get easier,
>
>
> Mike

>
> On
> 11/07/2015 02:36, Raul Miller wrote:
>> I don't do project 
euler, I've
> never really gotten into it. But my
>> impression is that 
the problems
> are chosen to make brute force
>> solutions impractical.

>>
>> Here, I
> think I see a pattern in the relationship between >./@
(_&q:)
>> and func
> (for your definition of func) and I expect that 
the mechanism
>> behind
> that relationship will be worth exploring.
>>

>> Good luck,

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