Perhaps it would be instructional for us to look at Buckminster Fuller's theories and constructs which stem from his foundational principals of the inherent "duality" of nature. He has derived an entire "science" which revolves around the basic assumptions of his philosophies.
As it seems, we have arrived at a premise here, which requires "inclusivity" of two superficially opposing points-of-view, which inherently must both be included together in some way, if a "universal truth" is to be derived from this study/discussion. Since both ends use empirical data, albeit with different methodologies, a link may be available.
The superficial "duality"is a dilemma, and the obvious "goal" would be to find an underlying "tie", which would link both approaches with a "unified theory" of sorts.
We must find a way to swim through the ether, that appears to separate these ideas, but ultimately binds them together in an shadowy interconnected-ness, that is not easily seen by superficial inspection.
A question would then arise, do we start from one end and work toward the other, or do we start from an intermediate point and pull both ends toward each other at the same time?
Or it is even possible to bring them together? Would there be a "quantum break", in which closing in on one observation would cause it's counterpart to be less observable, such as is the case with sub-atomic particle speeds and locations? Are we dealing with a Von Schroedinger dilemma, where all probabilities exist simultaneously on a wave-function until observation occurs? Can we quantify the probability curves of these occurences, to make some useful data?
Or do we simply accept this duality as "yin & yang", with both being equally required for equilibrium, never meeting but never apart? With a philosophical satisfaction that the twain shall never meet, and that they are just roads to journey on the way toward enlightenment?
Just a few thoughts to ponder on this subject.
As it seems, we have arrived at a premise here, which requires "inclusivity" of two superficially opposing points-of-view, which inherently must both be included together in some way, if a "universal truth" is to be derived from this study/discussion. Since both ends use empirical data, albeit with different methodologies, a link may be available.
The superficial "duality"is a dilemma, and the obvious "goal" would be to find an underlying "tie", which would link both approaches with a "unified theory" of sorts.
We must find a way to swim through the ether, that appears to separate these ideas, but ultimately binds them together in an shadowy interconnected-ness, that is not easily seen by superficial inspection.
A question would then arise, do we start from one end and work toward the other, or do we start from an intermediate point and pull both ends toward each other at the same time?
Or it is even possible to bring them together? Would there be a "quantum break", in which closing in on one observation would cause it's counterpart to be less observable, such as is the case with sub-atomic particle speeds and locations? Are we dealing with a Von Schroedinger dilemma, where all probabilities exist simultaneously on a wave-function until observation occurs? Can we quantify the probability curves of these occurences, to make some useful data?
Or do we simply accept this duality as "yin & yang", with both being equally required for equilibrium, never meeting but never apart? With a philosophical satisfaction that the twain shall never meet, and that they are just roads to journey on the way toward enlightenment?
Just a few thoughts to ponder on this subject.