TPF : Physical Constants and Geometry
Posted: Wed Oct 27, 2021 6:09 pm
Physical Constants & Geometry
https://thephilosophyforum.com/discussi ... ent/613077
Is there something geometric about the universe?
All physical constants are irrational numbers — TheMadFool
That strange fact does suggest something mysterious about a Real world with transcendental numbers. They do imply, not just the logical-geometric foundations of the physical world, but that abstract (metaphysical) geometry is not limited to the space-time boundaries that we take for granted. For example, the transcendental numbers, such as "Pi" and "e" are never-ending, Such fractured integers just keep on going long after our finite minds give up.
The ancient mathematicians were so baffled by the notion of infinity, that they labeled such numbers "irrational". Which they are literally, since human reason is only capable of dealing with fractions of whole numbers. But, now that we have tireless computers to calculate those amaranthine digits, the mystery goes beyond just human limitations, to suggest that even the material world, that we assume is a stable comprehensible reality, is somehow transcendental. Leading some to imagine things that never were, and cannot be . . . in reality.
Personally, I don't normally take such anomalies too seriously, since I'm not a professional mathematician. So I can usually just ignore anything that points beyond space-time. But as an amateur philosopher, I do find that inherent irrationality to be somewhat spooky. I just posted a new blog essay, which reviews a science-based book that reaches some transcendental conclusions, which seem to point beyond the limits of empirical science into the Great Transcendental Beyond. Since I remain somewhat agnostic about such ideas, I'd appreciate your comments. It's only three pages.
Information-Consciousness-Reality :
http://bothandblog7.enformationism.info/page18.html
Amaranthine : ceaseless, eternal, never-ending, . . . immortal ???
https://thephilosophyforum.com/discussi ... ent/613077
Is there something geometric about the universe?
All physical constants are irrational numbers — TheMadFool
That strange fact does suggest something mysterious about a Real world with transcendental numbers. They do imply, not just the logical-geometric foundations of the physical world, but that abstract (metaphysical) geometry is not limited to the space-time boundaries that we take for granted. For example, the transcendental numbers, such as "Pi" and "e" are never-ending, Such fractured integers just keep on going long after our finite minds give up.
The ancient mathematicians were so baffled by the notion of infinity, that they labeled such numbers "irrational". Which they are literally, since human reason is only capable of dealing with fractions of whole numbers. But, now that we have tireless computers to calculate those amaranthine digits, the mystery goes beyond just human limitations, to suggest that even the material world, that we assume is a stable comprehensible reality, is somehow transcendental. Leading some to imagine things that never were, and cannot be . . . in reality.
Personally, I don't normally take such anomalies too seriously, since I'm not a professional mathematician. So I can usually just ignore anything that points beyond space-time. But as an amateur philosopher, I do find that inherent irrationality to be somewhat spooky. I just posted a new blog essay, which reviews a science-based book that reaches some transcendental conclusions, which seem to point beyond the limits of empirical science into the Great Transcendental Beyond. Since I remain somewhat agnostic about such ideas, I'd appreciate your comments. It's only three pages.
Information-Consciousness-Reality :
http://bothandblog7.enformationism.info/page18.html
Amaranthine : ceaseless, eternal, never-ending, . . . immortal ???