What was the traditional belief and actually your idea of God? (that is, the belief that every person has had under the influence of the environment in which he was raised, before he encountered any wise thoughts about God)
Has this belief changed now? — Ali Hosein
If you believe we live in a simulation, or likely, what follows? God the simulator. — Richard B
The idea that we might be living in a simulation is a hypothesis explored in various philosophical, scientific, and popular culture contexts. If we consider the simulation hypothesis seriously, several speculative answers emerge regarding who might be behind it:
Advanced Civilization: One of the most popular ideas is that a highly advanced civilization, possibly our future descendants or an alien species, has created the simulation. This advanced civilization would have immense computational power and technological sophistication, allowing them to simulate entire universes.
Superintelligent AI: Another possibility is that a superintelligent artificial intelligence has created the simulation. This AI might have been developed by an advanced civilization or could have arisen independently. It could be running the simulation for purposes of research, entertainment, or some other reason beyond our understanding.
Post-Humanity: This idea suggests that future humans, who have reached a post-human stage of evolution and possess extraordinary technological capabilities, are running the simulation. They could be simulating past eras, including their own ancestors, to study historical events or for other purposes.
Extraterrestrial Beings: The simulation could be the work of an advanced extraterrestrial species. These beings might be curious about human behavior, evolution, or society, and are conducting a large-scale experiment by simulating our universe.
God or Deity: In a more theological or metaphysical context, some might equate the creator of the simulation to a god or deity. This aligns with certain religious and philosophical views where the universe is crafted by a higher power for reasons that might be unknowable to us.
Self-Simulating Universe: A more abstract idea is that the universe itself is a self-simulating entity. This concept suggests that the universe has the intrinsic capability to simulate itself through natural laws and processes, with no distinct external creator.
My answer: God, in the traditional attitude and the personal and social conditions in which I was brought up, is an all-knowing and all-powerful being who is able to intervene in the affairs of his servants, and whenever I have prayed to him and he has answered, have mercy on me. He said, and if he did not answer, it was because of his wisdom. — Ali Hosein
I want to change this traditional belief, which in my opinion is wrong and based on "self-will" rather than "pure truth", that's why I seek to understand people's attitudes. — Ali Hosein
Can anyone prove a god, I enjoy debates and wish to see the arguments posed in favour of the existence of a god. — CallMeDirac
Most criticism of Gödel's proof is aimed at its axioms: as with any proof in any logical system, if the axioms the proof depends on are doubted, then the conclusions can be doubted. It is particularly applicable to Gödel's proof – because it rests on five axioms, some of which are considered questionable. A proof does not necessitate that the conclusion be correct, but rather that by accepting the axioms, the conclusion follows logically.
Whatever is real does not require faith and only a god can "prove a god".Can anyone prove a god, — CallMeDirac
Numbers are not "real". They are abstractions. Their use ultimately requires faith in Peano's axioms. So, you can't do math without faith. In all practical terms, you can't do science or technology without at least some math.Whatever is real does not require faith — 180 Proof
Gödel has proved the existence of a Godlike entity from higher-order modal logic.only a god can "prove a god". — 180 Proof
Only a god can disprove the existence of God.
Not god necessarily. Here's what a currently limited AI thinks (ChatGPT) — Tom Storm
:roll:Numbers are not "real". They are abstractions.Their use ultimately requires faith in Peano's axioms.So, you can't do math without faith. — Tarskian
"Godlike" (e.g. Spinoza's metaphysical Deus, sive natura) is not equivalent to any supernatural god (e.g. "God of Abraham") so this "proof" is theologically irrelevant. More specifically, his argument consists of some undecidable (i.e. disputable) formal axioms and, even if valid, it is not sound; therefore, nothing nonformal, or concrete, is "proven". Same failing as Anselm's ontological arguments – "Gödel's proof" is, at best, a "higher-order modal" tautology. Again, sir, context matters.Gödel has proved the existence [of] a Godlike entity from higher-order modal logic.
Besides this equivocation (re: existence is not a predicate, etc) ... you find it more difficult "proving the impossibility" that "something" which (e.g.) both is itself and is not itself simultaneously "exists" – or, more simply, that (e.g.) "Godzilla exists" – than "proving a god" (not merely a tautologous "godlike entity") "exists"? :eyes:proving the existence of something is much easier than proving the impossibility that it would exist
By "faith" I mean worship of supernatural mysteries e.g. "a god" (re: OP), not mere (un/warranted) trust in a usage or practice. Context matters. — 180 Proof
"Godlike" (e.g. Spinoza's metaphysical Deus, sive natura) is not equivalent to any supernatural god (e.g. "God of Abraham") so this "proof" is theologically irrelevant. — 180 Proof
More specifically, his argument consists of some undecidable (i.e. disputable) formal axioms — 180 Proof
https://en.wikipedia.org/wiki/Undecidable_problem
In computability theory and computational complexity theory, an undecidable problem is a decision problem for which it is proved to be impossible to construct an algorithm that always leads to a correct yes-or-no answer.
even if valid, it is not sound — 180 Proof
nothing nonformal, or concrete, is "proven". — 180 Proof
Numbers are not "real". They are abstractions. Their use ultimately requires faith in Peano's axioms. So, you can't do math without faith. In all practical terms, you can't do science or technology without at least some math. — Tarskian
No one has asked for a "mathematical proof" — 180 Proof
only you have offered one that amounts to nothing more than a "higher-order modal" tautology. — 180 Proof
In mathematics, "faith" in axioms is more about agreement on foundational principles rather than belief without evidence. — Tom Storm
Faith in axioms still requires belief without evidence. Religious people also agree on the foundational principles of their faith. What's the difference? — Tarskian
The difference is it misses a key factor. Demonstration of effectiveness. We have good reasons to accept math and the axioms because we can demonstrate their effectiveness. Anyone can do this at any time. — Tom Storm
https://writings.stephenwolfram.com/2014/08/computational-knowledge-and-the-future-of-pure-mathematics/
So how big is the historical corpus of mathematics? There’ve probably been about 3 million mathematical papers published altogether—or about 100 million pages, growing at a rate of about 2 million pages per year. And in all of these papers, perhaps 5 million distinct theorems have been formally stated.
We can't even agree on which gods or why gods or how gods. — Tom Storm
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