On 10/15/06, Phil Henshaw <[EMAIL PROTECTED]> wrote:
I need a couple of concrete example to understand this. Could you please tell me (i) the scale violations that occur and (ii) the attributes whose derivatives are all positive when:
<snip>
It's very hard to tell when or if anything begins or ends, because if so
it's at times and in ways that are too small to observe. Another way
to say that is that beginning and ending always seem to violate their
scales. That theorem I mentioned says that energy conservation
requires that if things are to begin or end they must do so at invisible
scales and have periods of development during which all implied
derivatives are of the same sign. The testable part of that seems to
match observation.
I need a couple of concrete example to understand this. Could you please tell me (i) the scale violations that occur and (ii) the attributes whose derivatives are all positive when:
- a human (me, for example) is born; and
- a company (Coca-Cola, for example) is born
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