|
|
>From Osher Doctorow mdoctorow@xxxxxxxxxxx
I'm glad to see that your "Bound Information Theory" has a least
element, "bit", analogous somewhat to Quantum Logic's "atom" and
Robinson's/Herrmann's Nonstandard Analysis "infinitesimal" and Probable
Influence/Causation's (PI) zero/nil (0). By the way, Herrmann
recognizes an infinite upper bound which is 1 divided by the
infinitesimal, as does Robinson, but Herrmann prefers to develop his
approach without that infinite element. PI uses both. Herrmann
claimed that the infinite upper bound led to contradictions, but in my
opinion he just wasn't careful enough in studying it. Robinson, the
inventor of Nonstandard Analysis, retained this infinite upper bound as
I said.
Osher Doctorow
|
|