Re: ******* TRY THESE SCI.MATH **********

From: |-|erc (h_at_r.c)
Date: 01/21/05


Date: Fri, 21 Jan 2005 12:30:01 +1000


> And why wouldn't we swallow it? It's a made up object that obeys
> certain properties that we define and then build from logically just
> like all of math. Whatever philosophical reasons you have for
> rejecting them aren't any less convincing. If you think a contradiction
> exists, it's your responsibility to prove it but just because you don't
> like the idea doesn't mean it's not a valid way to math. Frankly I'd
> take that load of bollocks over your ill-defined drivel any day even if
> it had a contradiction, because it's at least articulate. When you will
> realize that math is about one thing - convincing your peers. That's
> why the rely so heavily on logic and rules of inference which are
> widely agreed upon, and the fact that you can't get anyone to believe
> your claims is a pretty solid reason for rejecting them.
>

rubbish. assume all oo reals on a list.

ignore the assumption and construct a new real "different to every other real".

by definition , there are oo + 1 reals.

therefore hyperinfinity exists.

that's your articulate proof. its the century of gooey over it you admire not the
existance of a hyperinfinity.

Infinite people flips coins infinite times each.
take the diagonal, invert it.
a new sequence.

just ignore the fact that sequence has been flipped to oo number of coin tosses.

Herc



Relevant Pages

  • Re: ******* TRY THESE SCI.MATH **********
    ... > like the idea doesn't mean it's not a valid way to math. ... assume all oo reals on a list. ... therefore hyperinfinity exists. ... just ignore the fact that sequence has been flipped to oo number of coin tosses. ...
    (sci.logic)
  • Re: ******* TRY THESE SCI.MATH **********
    ... > like the idea doesn't mean it's not a valid way to math. ... assume all oo reals on a list. ... therefore hyperinfinity exists. ... just ignore the fact that sequence has been flipped to oo number of coin tosses. ...
    (comp.theory)
  • Re: Multiple infinities - one more look
    ... continued for lager length of digit sequences without limit. ... infinite digit sequences... ... so the resulting reals have an order. ... (i.e. having a finite program to output their digits in sequence). ...
    (sci.math)
  • Re: Galileos Paradox and the Project of the Reals
    ... The way you get reals by a neverending process of generating digits ... and which thereby constructs a sequence of nested intervals whose ... It isn't *already* in the rationals you started with. ...
    (sci.math)
  • Re: Cantor Confusion
    ... least appears to totally disconnect the set of those remaining. ... sequence of reals with each term less than all terms of a strictly ... This is not the case for rationals. ...
    (sci.math)

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