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- From: tao@fine.princeton.edu (Terry Tao)
- Newsgroups: sci.physics
- Subject: Re: TIME HAS INERTIA . ABIAN IS INCAPABLE OF LOGIC
- Message-ID: <1992Dec14.184407.12605@Princeton.EDU>
- Date: 14 Dec 92 18:44:07 GMT
- References: <abian.724050612@pv343f.vincent.iastate.edu> <1992Dec14.162728.4229@bas-a.bcc.ac.uk>
- Sender: news@Princeton.EDU (USENET News System)
- Organization: Princeton University
- Lines: 292
- Originator: news@nimaster
- Nntp-Posting-Host: math.princeton.edu
-
- Hello again! I'm sorry if I'm becoming as obnoxious as Abian with all these
- posts, but I've finally isolated the logical flaw in all of Abian's
- arguments (and indeed with many crackpots.) Yes, I'm going to tell Abian
- about logic, though he purports to know logic well. He does NOT.
-
- Let us take A3.
-
- The fundamental principle of any object X (from a particle to a galaxy) is:
- gaining a feeling of security.
-
- This has one of two meanings.
-
- (a) if an object X performed an action Y, then Y will make X more secure,
- or at least X "thinks" Y will make X more secure.
-
- (b) If X is an object and Y is an action that will make X more secure, or
- at least X "thinks" Y will make X more secure, then X will perform Y.
-
- Listen to this:
-
- * (a) and (b) are different statements! (b) is stronger than (a)!
-
- * All this "verification of A3" merely verifies (a)!
-
- * However, every application of A3 that Abian uses, uses version (b)!
-
- * Hence, his arguments have a huge flaw in them!
-
- * In fact, (b) is self-contradictory!
-
- * Also, I am willing to believe that (a) can be true for some people,
- though not all. I am NOT willing to believe (b) in any case.
-
- * The reason why A3 is even half-credible is because (a) is plausible while
- (b) is not.
-
- Here's an example.
-
- Abian challenged Bill Riemers that regardless of whether he responds to a
- post of Abian or ignores it, he is verifying A3. His argument went like
- this:
-
-
- if Riemers responds to Abian, then he is doing so out of a desire to
- advance his security.
-
- if Riemers does not respond, then he is doing so out of a desire to advance
- his security.
-
- Now suppose both actions advance Riemer's security. Then if he chose, say
- the first option, then he did NOT choose the second option, despite the
- fact that the second option also increases his security. Hence (b) is
- contradicted: substitute "Riemer" for X and "ignoring Abian's post" for Y.
-
- So (b) is PATENTLY FALSE!
-
- Now (a) may not be true either: I will post seperately about a definition
- of security. But for the moment, see that (b) is false.
-
- Now Abian claims (A3) implies (A1). Now the first part of A1 is:
-
- Maintaining the status quo.
-
- And I assume Abian says "this follows from A3, because keeping the status
- quo is secure."
-
- In other words, the syllogism is:
-
- Action Y (keeping the status quo) is secure.
- Hence object X will perform action Y.
-
- In other words, Abian is using form (b)! Yes, he is using the contradictory
- form of A3. Not the other, more reasonable form, which is (a).
-
- Of course, if he could prove that "maintaining the status quo" is the ONLY
- secure option then he would be able to prove (a) from (b). But he has not
- proved this, and one can see that "maintaining the status quo" is not
- always the only secure option.
-
- Now if A3 is changed to
-
- (c) If X is an object and Y is the most secure option available to X, then
- X will perform Y,
-
- then to use (c), Abian must first prove that Y is the MOST secure option,
- not just A secure option. He has not proved this in any of his
- applications.
-
- Thus: (a), (b), or (c), whichever way A3 is meant, none of them have any
- power! (b) is contradictory, and (a) and (c) are fairly powerless.
-
- Note also that (a) will be contradicted if an object X finds itself with no
- secure options (e.g. being chucked down a black hole).
-
-
- The exact same problem lies with A1. For simplicity, let's keep with the
- first part of A1: "MAINTAINING THE STATUS QUO". There are two forms:
-
- (d) if X is an object and X performs action Y, and there are no
- provocations, then Y is a status quo.
-
- (e) if X is an object and Y is a status quo, and X is currently in Y, and
- there are no provocations, then X will remain in Y.
-
- And there are four full forms of A1 (they're a little bit complicated):
-
- (D1) if X is an object and X performs action Y, and there are no
- provocations, then Y is a status quo. If there is a provocation, then Y
- need not be a status quo, but after the provocation X will tend back to
- performing action Z, where Z is another status quo possibly different from
- Y.
-
- (D2) if X is an object and X performs action Y, and there are no
- provocations, then Y is a status quo. If there is a provocation, then Y
- need not be a status quo, but after the provocation X will tend back to
- performing action Y again.
-
- (E1) if X is an object and Y is a status quo, and X is currently in Y, and
- there are no provocations, then X will remain in Y. If there is a
- provocation, then X may not necessarily continue to perform Y, but after
- the provocation X will tend back to performing action Z, where Z is another
- status quo possibly different from Y.
-
- (E2) if X is an object and Y is a status quo, and X is currently in Y, and
- there are no provocations, then X will remain in Y. If there is a
- provocation, then X may not necessarily continue to perform Y, but after
- the provocation X will tend back to performing action Y again.
-
- Again:
-
- * (d) and (e) are different, and (e) is more powerful than (d)
-
- * (d) is basically Newton's first law, though weaker than N1 (or the
- time-independent Schrodinger equation)
-
- * (D1), (D2), (E1), and (E2) are all different, E2 is more powerful than
- E1, E2 is more powerful than D2, and they are all more powerful than D1.
-
- * (D1) is still basically Newton's first law, depending on the meaning and
- quantification of the word "tend"
-
- * (e), (E1), and (E2) (or occasionally D2) are what are being used in all of
- Abian's applications
-
- * (e), (E1), (E2), and (D2) are self-contradictory
-
- * the reason why A1 is even half plausible is because (D1) is plausible though (e) is not.
-
- For example, Abian uses form (E2) to deduce the existence of gravitation
-
- Y = "the state of all matter being together" is a status quo.
-
- X = "the universe"
-
- and the provocation is the Big Bang.
-
- Read his argument carefully:
-
- Before the big bang all the matter was together (X was Y)
- the big bang occured (there was a provocation)
- therefore all matter now attracts (therefore X tends to Y)
-
- The syllogism used is E2.
-
- However, E2 is wrong!
-
- take for example, an object X that is moving at velocity v1 in vacuum, gets
- hit by another object, then moves in another constant velocity v2.
-
- Y = "moving at velocity v1"
-
- the provocation is "being hit"
-
- but X is not tending to Y after the provocation! it is tending instead to
-
- Z = "moving at velocity v2"
-
- which verifies D1 rather than E2.
-
- The same example shows D2 is wrong.
-
- another example of E2 / D2 failing:
-
- take X = "the universe"
- Y = "all charged particles being together at the same point"
- and provocation = big bang
-
- conclusion: any charged particle is attracted to any other.
-
-
- also, E1 is wrong! take the example of the moon. There are at least two
- possible status quos for the moon to have:
-
- Y1 = "moving in a straight line"
- Y2 = "moving in a circular orbit around the Earth"
-
- and it cannot be in both of them, though it is performing both at any one
- given instant. (Technical point: if instead of "instant" you replace it by
- "arbitarily small interval", then E1 CAN be made to work, it is the
- principle that the movement of matter can be described by a C^\infty, or
- even an analytic function. However this is probably not the version Abian
- had in mind. Continuity of physics IS one of the fundamental principles of
- physics already, actually, though usually quite implicit.)
-
- An alternative example: Abian maintains that Jupiter shall be destroyed.
- But
-
- Y = "Jupiter existing forever"
-
- is surely a status quo, and thus by E1 Jupiter shall remain indefinitely.
-
-
- Thus the only remaining form of A1 that is still working is D1, which may
- be true but it is weak.
-
-
-
- All your arguments about deducing phenomena X from A1 or A3 or whatever are
- of the logical form:
-
- The FUNDAMENTAL PRINCIPLE OF PHYSICS IS AS FOLLOWS:
-
- THE APPEARANCE OF ALL CATS, FROM A PERSIAN TO A SIAMESE, CAN BE
- CHARACTERIZED BY
- (A7) HAVING FOUR LEGS
-
- THIS IMPLIES THE FOLLOWING:
-
- (A8) ALL DOGS ARE CATS
-
- NOW DO NOT TELL ME ABOUT LOGIC - I KNOW LOGIC WELL. YOU CANNOT
- SHOW ME ANY CAT WITHOUT VERIFYING (A7) MORE AND MORE! AND THUS
- YOU SHOW (A8). I HAVE GIVEN THE PROOF OF (A8) AT LEAST TEN TIMES
- AND IT IS THE FOLLOWING:
-
- ALL DOGS HAVE FOUR LEGS, AND HENCE BY (A7) ALL DOGS ARE CATS.
-
- If Abian proposed this, I would say the problem was the two
- different possible meanings of (A7), which are confused together
- at this moment:
-
- (A7a) All cats have four legs
- (A7b) All four legged creatures are cats
-
-
- - EXACTLY the problem with Abian's logic.
-
-
- Conclusion: Abian has the following three choices.
-
- (a) Consistently use the weaker forms of the hypotheses, in which
- case you do have a substantial case for them, but them you cannot
- use them to apply to explain inertia of time or gravity, for
- example.
-
- (b) Consistently use the stronger forms of the hypotheses, in
- which case you have not verified the hypotheses, and they are
- contradictory anyway.
-
- (c) Muddle vaguely, using the weaker forms whenever someone
- challenges you and the stronger forms whenever you want to prove
- something. This is logically inconsistent.
-
- For the entire time spent here Abian has been performing option
- (c). Thus, his logic is completely flawed, and he has proved
- that all dogs are cats.
-
- If Abian continues to use method (c) in trying to advance his
- results, then I challenge him to accept either that all dogs are
- cats (by identical logic to Abian) or to point out the problem
- with (A8). If he performs the latter, then he will damn himself
- by his own words.
-
- By the way - I do not accept your excuse that you will have NO
- TIME! come on, RESPOND!!!
-
-
- This concludes the logic lesson for today.
-
- Examination grades are:
-
- Classical physics: B. Your work is very elegant and precise, but
- you make a few wrong predictions. Good effort, though.
-
- Modern physics: A. Keep up the good work! Your predictions are
- almost perfect, just smooth out the problems with QM and GR.
-
- Abian: D-. Some interesting ideas, but work is too sloppy and filled with
- errors.
-
-
- Terry
-