Here is my ARGUMENT against Cantor's superinfinity
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From: |-|ercules on 16 Jun 2010 23:45 Nah just kidding, everyone keeps backflipping on my definition every time I use it. defn(herc_cant_3) The list of computable reals contains every digit (in order) of all possible infinite sequences. Derivation Given the increasing finite prefixes of pi 3 31 314 ... This list contains every digit (in order) of the infinite expansion of pi. Given the increasing finite prefixes of e 2 27 271 ... This list contains every digit (in order) of the infinite expansion of e. Given the increasing finite prefixes of ALL infinite expansions, that list contains every digit (in order) of every infinite expansion. So herc_cant_3 is true. The list of computable reals contains every digit (in order) of all possible infinite sequences. Herc -- "There are more things in Cantor's paradise, Horatio, than are dreamt of by your computers." ~ Barb Knox
From: Marshall on 17 Jun 2010 00:10 On Jun 16, 8:45 pm, "|-|ercules" <radgray...(a)yahoo.com> wrote: > Nah just kidding, everyone keeps backflipping on my definition every time I use it. You were more entertaining with your predictions. Those were original and fresh. An ill-informed attack on Cantor is about as fresh as reruns of Gilligan's Island. Marshall
From: Math-a-nator on 17 Jun 2010 00:53 Nothing you post "|-|ercules" <radgray123(a)yahoo.com> wrote in message news:87tk38Fhv1U1(a)mid.individual.net... > Nah
From: |-|ercules on 17 Jun 2010 02:14 "Marshall" <marshall.spight(a)gmail.com> wrote > On Jun 16, 8:45 pm, "|-|ercules" <radgray...(a)yahoo.com> wrote: >> Nah just kidding, everyone keeps backflipping on my definition every time I use it. > > You were more entertaining with your predictions. Those were > original and fresh. An ill-informed attack on Cantor is about > as fresh as reruns of Gilligan's Island. > > > Marshall Quite ironic I have to predict a football game or win a $50,000 skeptics competition and be featured on your local news report before you will have to accept my word, as the son of God, that Cantor was obviously incorrect. Meantime keep believing these 2 gems! CANTOR'S POWER PROOF! Superinfinity is based on the circular reasoning "no box contains the box numbers that don't contain their own box number". CANTORS DIFFERENT PROOF! Definition: digit 1 is different, and digit 2 is different, and digit 3 is different, ... Proof: digit 1 is different, and digit 2 is different, and digit 3 is different, ... Therefore it's a different number! Herc -- "There are more things in Cantor's paradise, Horatio, than are dreamt of by your computers." ~ Barb Knox
From: bill on 17 Jun 2010 18:36
On Jun 16, 8:45 pm, "|-|ercules" <radgray...(a)yahoo.com> wrote: > Nah just kidding, everyone keeps backflipping on my definition every time I use it. > > defn(herc_cant_3) > The list of computable reals contains every digit (in order) of all possible infinite sequences. > > Derivation > > Given the increasing finite prefixes of pi > > 3 > 31 > 314 > .. > > This list contains every digit (in order) of the infinite expansion of pi.. By list, do you mean 3, 31, 314, 3141, 31415, ... or 3, 1, 4, 1, 5, ... ? > > Given the increasing finite prefixes of e > > 2 > 27 > 271 > .. > > This list contains every digit (in order) of the infinite expansion of e. > > Given the increasing finite prefixes of ALL infinite expansions, > that list contains every digit (in order) of every infinite expansion. > > So herc_cant_3 is true. > The list of computable reals contains every digit (in order) of all possible infinite sequences. > > Herc > -- > "There are more things in Cantor's paradise, Horatio, than are dreamt of by your computers." > ~ Barb Knox |