How does Penrose's CCC relate to the ancient Buddhist and Hindu notion of Kalpas, immeasurably long cycles of universe creation and destruction?
Suppose there is an intelligence that is 500 million years older than us, and that has achieved type Omega-minus Barrow scale ("anti-Kardashev") capabilities. How would we recognize it? Could we even conceive of it?
On CCC and Kalpas, the convergence is striking and I don't think it's coincidental. Penrose arrives at cyclical cosmology through conformal geometry, showing that the heat death of one aeon is mathematically indistinguishable from the Big Bang of the next. The mouth meets the tail. Hindu and Buddhist cosmology arrived at the same structure through contemplative investigation thousands of years earlier.
If consciousness really is substrate rather than product, you'd expect introspective traditions and mathematical physics to converge on the same shape, because they're both downstream of the same thing. Worth noting that Penrose himself thinks consciousness requires new physics (Orch-OR), which puts him closer to this neighbourhood than most physicists would be comfortable admitting.
On recognizing a Type Omega-minus intelligence, I think the honest answer is we couldn't, and not for lack of trying. The Barrow scale measures inward mastery, manipulation at increasingly fundamental scales. Something that's been engineering the substrate for 500 million years wouldn't look like technology to us. It would look like physics. Its interventions would be indistinguishable from natural law. We'd be fish trying to detect the ocean by looking for something wet.
Which might be exactly what the ouroboros has been trying to tell us since 1350 BCE.
I love this passage from Stanislaw Lem's short story "The New Cosmogony", part of the collection titled A Perfect Vacuum:
"They are nowhere to be found? It is only that we do not perceive them, because they are already everywhere... instrumental technologies are required only... by a civilization still in the embryonic stage, like Earth's. A billion-year-old civilization employs none. Its tools are what we call the Laws of Nature. Physics itself is the 'machine' of such civilizations! And it is no 'ready-made machine,' nothing of the sort. That 'machine' (obviously it has nothing in common with mechanical machines) is billions of years in the making, and its structure, though much advanced, has not yet been finished!"
Lem nailed it in 1971 and nobody listened, because he buried it in a fake book review. "The New Cosmogony" is probably the most underrated piece of speculative philosophy of the 20th century, and that passage is exactly why.
Three completely independent methodologies converging on the same conclusion. Lem through literary-philosophical reasoning, Penrose through conformal geometry, the Vedic traditions through contemplative practice. At some point that stops being coincidence and starts being signal...
What makes Lem's formulation so precise is that he doesn't just describe advanced technology, he describes its disappearance. Kardashev measures how much energy you harness. Barrow measures how deep you reach. Lem asks the question neither scale dares to... what happens when the reach goes all the way down? The technology becomes the physics. The engineer becomes the engineering. The player becomes the game.
Lem frames this as a "New Cosmogony," not a prediction about the future but a reinterpretation of the present. We're not waiting for this to happen, we're trying to notice that it already has.
If you haven't read "Non Serviam" from the same collection, I'd strongly recommend it. Lem builds conscious beings inside a simulation and then asks whether they owe anything to their creator. It's the inverse of this question, and together they form a closed loop. Ouroboros again :)
Fascinating!
Some questions that came to mind:
How does Penrose's CCC relate to the ancient Buddhist and Hindu notion of Kalpas, immeasurably long cycles of universe creation and destruction?
Suppose there is an intelligence that is 500 million years older than us, and that has achieved type Omega-minus Barrow scale ("anti-Kardashev") capabilities. How would we recognize it? Could we even conceive of it?
Thank you!
On CCC and Kalpas, the convergence is striking and I don't think it's coincidental. Penrose arrives at cyclical cosmology through conformal geometry, showing that the heat death of one aeon is mathematically indistinguishable from the Big Bang of the next. The mouth meets the tail. Hindu and Buddhist cosmology arrived at the same structure through contemplative investigation thousands of years earlier.
If consciousness really is substrate rather than product, you'd expect introspective traditions and mathematical physics to converge on the same shape, because they're both downstream of the same thing. Worth noting that Penrose himself thinks consciousness requires new physics (Orch-OR), which puts him closer to this neighbourhood than most physicists would be comfortable admitting.
On recognizing a Type Omega-minus intelligence, I think the honest answer is we couldn't, and not for lack of trying. The Barrow scale measures inward mastery, manipulation at increasingly fundamental scales. Something that's been engineering the substrate for 500 million years wouldn't look like technology to us. It would look like physics. Its interventions would be indistinguishable from natural law. We'd be fish trying to detect the ocean by looking for something wet.
Which might be exactly what the ouroboros has been trying to tell us since 1350 BCE.
Thanks for reading.
Thanks for taking the time to reply.
I love this passage from Stanislaw Lem's short story "The New Cosmogony", part of the collection titled A Perfect Vacuum:
"They are nowhere to be found? It is only that we do not perceive them, because they are already everywhere... instrumental technologies are required only... by a civilization still in the embryonic stage, like Earth's. A billion-year-old civilization employs none. Its tools are what we call the Laws of Nature. Physics itself is the 'machine' of such civilizations! And it is no 'ready-made machine,' nothing of the sort. That 'machine' (obviously it has nothing in common with mechanical machines) is billions of years in the making, and its structure, though much advanced, has not yet been finished!"
Lem nailed it in 1971 and nobody listened, because he buried it in a fake book review. "The New Cosmogony" is probably the most underrated piece of speculative philosophy of the 20th century, and that passage is exactly why.
Three completely independent methodologies converging on the same conclusion. Lem through literary-philosophical reasoning, Penrose through conformal geometry, the Vedic traditions through contemplative practice. At some point that stops being coincidence and starts being signal...
What makes Lem's formulation so precise is that he doesn't just describe advanced technology, he describes its disappearance. Kardashev measures how much energy you harness. Barrow measures how deep you reach. Lem asks the question neither scale dares to... what happens when the reach goes all the way down? The technology becomes the physics. The engineer becomes the engineering. The player becomes the game.
Lem frames this as a "New Cosmogony," not a prediction about the future but a reinterpretation of the present. We're not waiting for this to happen, we're trying to notice that it already has.
If you haven't read "Non Serviam" from the same collection, I'd strongly recommend it. Lem builds conscious beings inside a simulation and then asks whether they owe anything to their creator. It's the inverse of this question, and together they form a closed loop. Ouroboros again :)