Re: Arndt Schulz Law
Posted: Wed Dec 04, 2002 2:21 pm
I have a question which is directed mostly at those with knowledge about
using low potencies, particularly of endocrine sarcodes. I don't know very
much about this methodology, so please correct me if I've made any wrong
assumptions.
The Arndt Schulz law seems to be used as the framework for the posology --
small doses stimulate, moderate doses regulate, larger doses inhibit -- and
this is transferred to homeopathic potency, such that eg. a 4C is used to
stimulate, a 7C to regulate and a 9C to inhibit the activity of the
endocrine gland in question.
However, what puzzles me about this methodology is that the Arndt Schulz law
was derived from observations about material doses, such that a small dose
contains less of the substance than a moderate or large dose. However, in
homeopathic potency, a 4C contains a greater material amount of the
substance than a 7C or 9C, so in effect this would produce a reversal or
mirror image of the dose-response curve derived from the Arndt Schulz law.
Can anyone either throw any light on this, or point me in the direction of
where I can read more?
Regards
Wendy
using low potencies, particularly of endocrine sarcodes. I don't know very
much about this methodology, so please correct me if I've made any wrong
assumptions.
The Arndt Schulz law seems to be used as the framework for the posology --
small doses stimulate, moderate doses regulate, larger doses inhibit -- and
this is transferred to homeopathic potency, such that eg. a 4C is used to
stimulate, a 7C to regulate and a 9C to inhibit the activity of the
endocrine gland in question.
However, what puzzles me about this methodology is that the Arndt Schulz law
was derived from observations about material doses, such that a small dose
contains less of the substance than a moderate or large dose. However, in
homeopathic potency, a 4C contains a greater material amount of the
substance than a 7C or 9C, so in effect this would produce a reversal or
mirror image of the dose-response curve derived from the Arndt Schulz law.
Can anyone either throw any light on this, or point me in the direction of
where I can read more?
Regards
Wendy