The Tiny

by LK

* is very small and positive.

So for any positive entity E, *E is smaller than E.

Thus ** is smaller than *.

Thus we have 0 < … *** < ** < *

There is

No first smallest infinitesimal.

And yet,

Imagine a smallest ‘Irreducible’ infinitesimal and

Call her *.

All the others are composites.

The bedrock of the infinitesimal world.

The creator of tinyness.

And

LARGENESS

By

Reciprocation.

Let 1/* be the

First number just past the natural numbers.

1/* = omega.

And

* = 1/omega,

The first infinitesimal

In an

Endless creation of the

Small.

Any thoughts about might be my admitted non-standard way of seeing [0,1] in terms of a finitely infinite number of points? And perhaps as an unconventional way of addressing conjectures about the continuum?

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