God, Inc. wonders what would happen if the afterlife were run like a modern corporation. The fact that it might be run so irrationally would perhaps make this world make more sense. (Kind of reminds me of David Hume's observation that the world seems to have been made by a committee of gods.) The series features very short, cleverly written and crisply acted episodes. I think you'll enjoy it. Check out this first episode here, and then try the rest on YouTube.
Tuesday, February 13, 2007
Monday, February 12, 2007
The Final Explanation of Everything . . . Not!
As discussed in the previous post, numbers seem to be at the bottom of everything in physics. As Stephen Hawking noted, "a physical theory is a mathematical model."
Father Stanley Jaki has been arguing for years that Kurt Gödel's famous mathematical theorem says something very important about such physical theories, and their ability to provide a complete explanation of reality.
By complete, I mean one that says there is nothing more, and what is has to be here and behave in a fixed, deterministic manner. And that because it is necessarily this way, it is not contingent upon God.
"It should also be obvious," notes Jaki in an important essay entitled "A Late Awakening to Gödel in Physics," "that the more advanced is a physical theory the more mathematics it contains and the more advanced is the mathematics. From this the ground for connecting Gödel's theorem with physics readily follows.
"For insofar as Gödel's theorem states that no non-trivial system of arithmetic propositions can have its proof of consistency within itself, all systems of mathematics fall under this restriction, because all embody higher mathematics that ultimately rests on plain arithmetic. Then it follows that there can be no final physical theory which would necessarily be true at least in its mathematic part."
You may have a physical theory, but because it is based upon mathematics, you cannot know that it is final, and you can never show that the universe is a certain way "necessarily."
The essay goes on to bemoan the fact that many prominent physicists have not picked up on this little inconvenience to their search for a final answer to the universe.
Particularly ironic, as Jaki notes, the close relationship between Einstein - who searched for a unified field theory -- and Gödel, whose work showed he'd fail.
As Jaki notes in another essay entitled "Reflection on Einstein's Theories," "the application of Gödel's theorem to cosmology shows that a disproof of the contingency of the universe is impossible. The mental road to the extracosmic Absolute remains therefore fully open."
Interesting to ponder.
Father Stanley Jaki has been arguing for years that Kurt Gödel's famous mathematical theorem says something very important about such physical theories, and their ability to provide a complete explanation of reality.
By complete, I mean one that says there is nothing more, and what is has to be here and behave in a fixed, deterministic manner. And that because it is necessarily this way, it is not contingent upon God.
"It should also be obvious," notes Jaki in an important essay entitled "A Late Awakening to Gödel in Physics," "that the more advanced is a physical theory the more mathematics it contains and the more advanced is the mathematics. From this the ground for connecting Gödel's theorem with physics readily follows.
"For insofar as Gödel's theorem states that no non-trivial system of arithmetic propositions can have its proof of consistency within itself, all systems of mathematics fall under this restriction, because all embody higher mathematics that ultimately rests on plain arithmetic. Then it follows that there can be no final physical theory which would necessarily be true at least in its mathematic part."
You may have a physical theory, but because it is based upon mathematics, you cannot know that it is final, and you can never show that the universe is a certain way "necessarily."
The essay goes on to bemoan the fact that many prominent physicists have not picked up on this little inconvenience to their search for a final answer to the universe.
Particularly ironic, as Jaki notes, the close relationship between Einstein - who searched for a unified field theory -- and Gödel, whose work showed he'd fail.
As Jaki notes in another essay entitled "Reflection on Einstein's Theories," "the application of Gödel's theorem to cosmology shows that a disproof of the contingency of the universe is impossible. The mental road to the extracosmic Absolute remains therefore fully open."
Interesting to ponder.
Saturday, February 3, 2007
A Philosophically Rich Slice of Web Television
Here is a marvelous video discussion on Fora.Tv with Leonard Susskind, one of the fathers of "String Theory." What will you learn from it? Some very interesting ideas from physics:
Susskind takes issue with Intelligent Design. Call it his "argument from intellectual curiosity." He doesn't deny the existence of God. But, basically, he won't stop looking to reduce things, because he is naturally curious, and perhaps because there is a risk to science in doing so.
I can completely respect his point of view. He strikes me as intellectually honest. However, listen carefully as he describes the Darwinists' refutation of intelligent design of the eye. It sounds not so much as a description, but as enormous guesswork. See # 16, Q2. There is something odd about accepting that much guesswork as "satisfactory."
All in all, however, this is a fantastic presentation, and a demonstration of the cultural potential of the Web. Congratulations to ForaTv for capturing it.
- That when you get to the "basement" of the world as Susskind calls it, you find material reality evaporating into numbers.
- That at the bottom of everything you discover multiple dimensions of reality, maybe up to 11, which makes you wonder why we only have three (or four!).
- The "multiverse" theory of the universe, which suggests that our world is but one emanation from the multiple potentialities that those basement numbers possess.
Susskind takes issue with Intelligent Design. Call it his "argument from intellectual curiosity." He doesn't deny the existence of God. But, basically, he won't stop looking to reduce things, because he is naturally curious, and perhaps because there is a risk to science in doing so.
I can completely respect his point of view. He strikes me as intellectually honest. However, listen carefully as he describes the Darwinists' refutation of intelligent design of the eye. It sounds not so much as a description, but as enormous guesswork. See # 16, Q2. There is something odd about accepting that much guesswork as "satisfactory."
All in all, however, this is a fantastic presentation, and a demonstration of the cultural potential of the Web. Congratulations to ForaTv for capturing it.
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