uned sequences A071339 - A071341, visualizations

[Pfoertner, Hugo]

Re: uned sequences A071339 - A071341

I just noticed that the message cited below did not arrive at my work
e-mail, which is also subscribed to the seqfan list.
Since other messages came in correctly I suppose there might have been
some problems with the distribution mechanism (or with an unknown
blocking mechanism in my employer's firewall :-< )

Please disregard if this message already arrived, but otherwise my
previous message where I wrote:
... see the link in my second message from yesterday evening ...
would point to a non-existing reference.

One general remark: Personally I like to have more graphs / visualizations
linked to new or existing sequences. This is especially useful for
sequences where the behavior for large n is not immediately visible from
a formula or from the terms given within the usual 3 lines.

Hugo
 
> 
> David Wasserman  schrieb am 08.06.2003,
> 04:12:10:
> > Dear Seqfans,
> >     I would suggest deleting these three, but first I'll ask if 
> > anyone disagrees.
> [...]
> Some additional material:
> The program (edited):
> http://www.randomwalk.de/sequences/a079339.txt
> 
> Its results for A079339..A079341:
> http://www.randomwalk.de/sequences/a07934x.txt
> 
> Probably not so uninteresting as the numbers might look
> at a first glance:
> http://www.randomwalk.de/sequences/a079340.gif
> 
> BTW, the reason, why I became interested in counting
> the multiplicity of lattice points for a given radius was
> the observed behavior of landing probabilities
> in the simulation of self-avoiding
> random walks for a given Euclidean distance from
> the starting point, which is of course dependent on how
> many landing points exist.
> 
> Hugo