Dear All, that's the paper that contains a graphical description of E_8, the 120
balls in the 8-dimensional Euclidean space, touching the central ball of the
same size on the positive side --- there are further 120 balls opposite to them,
of course.
In Figure 24 the central ball is represented by the 8 right-most nodes, approached
by 8 other balls from the 8 fundamental directions, all other balls are somewhere in
between.
There are many further ways to depict E_8, but for me this one not being the most
symmetric one, is the most informative one, since it immediately tells you, how many
balls are touching TWO of those (the central and another one), THREE of those, etc.
With some practice, you can visualise the whole configuration in the 8-dimensional
space.
This is also my only paper that was published TWICE in ENGLISH (first, as a sample
of what they can typeset in volume 0 of Documenta Mathematica, then as a regular
paper in IJAC).
N.V.