Basic Ellipse geometry accounts for so called cosmologicalconstant.

Say you want to construct an ellipse on paper you need to think up a
mechanical way to draft it. You are seeking an automatic means of doing
so with a fair degree of regularity of form...such as the regularity of
the forms found in nature such as ellipical orbits of planets.

You go to your geometry book, a rehash of books dating from before 400
bc and you learn it takes not one central point but two points to make
your drawing on paper with a fair degree of regularity/ accuracy.... Ok
so you start thinking now...one of those points Sun for a schemata of an
ellipse in our solar system...the other point might be some arbitrary
mixture of variables relating to velocity and mass of a planetary
object...or maybe it relates to a counter balancing force to the sun's
gravity. Hey look at it this way: here is what mass is m=f/a which is
a combined effect of variable andn nothing more. so why can't the so
called cosmological constant be defined similarly...as an interaction of
varialbes?

I see the second geometric construction point and I want to give it a
name. In honor of my discovery Im decided to call it the Lex Point.

Ive started naming most of my latest discoveries after myself....this is
an old discovery so Ive just renamed it.

so in our little solar system we have the point representing the center
of the sun's gravity and we have variable secondary points used to plot
schematically the orbits of the various planets. Now these Lex points
lie out in space and pertain to each planet separately.

Now we draw a schemata of the solar system showing the orbits and their
ecentricity about the sun point and also plot the Lex points...including
one for each moon, the asteroid belt and all the planets.

The lex points are going to end up in a cluster schemata. Now you want
to analyize this....realizing that to the extent that orbits are
immobile these lexpoints pertain to a confluence of interacting
variables that assign the specific locations. Now as i stated above
since mass and momentu only exist to be defined by other variables as
newton defines them these lex points are very much the same even though
they appear to have no material structure to compare with the sun being
an active star we can study.

the next idea is to read the conditions at the lex points. This is to
say to define the density or hardness of the vaccum at these points.
the amount of radiation passing through per unit time as well as the
solar wind and any applicable sense of "temperature" if a detector were
somehow possible it each location.
All of this is relative to what the sun is per distance to each point in
terms of the variables......as if you were taking a complete
thermodynamic assessment of an extended solar atmosphere to the edge of
the solar system. quait aint it.

im not arguing a cosmological constant but i am showing that something
besides a secret dark energy can account for the lexpoints as a counter
balance "force" in the goemtric figure of a nautral ellipse....


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