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leonstreet
, …
Gerry Myerson
24
5/30/08
Numbers: Large and small; Real and fake
concept of
number
, and I have tried to be constructive as well as critical, and though this post may prove to be more piffle than pedigree, perhaps some passer-by or stall-holder, with
unread,
Numbers: Large and small; Real and fake
concept of
number
, and I have tried to be constructive as well as critical, and though this post may prove to be more piffle than pedigree, perhaps some passer-by or stall-holder, with
5/30/08
Herman Jurjus
, …
abo
10
10/26/06
Strange Borel quote
numbers is
finite
." > >>> and: > >>> "Van
Dantzig
asked in 1956 the question "is 10^10^10 a
finite
number
?"" > >>>
unread,
Strange Borel quote
numbers is
finite
." > >>> and: > >>> "Van
Dantzig
asked in 1956 the question "is 10^10^10 a
finite
number
?"" > >>>
10/26/06
Dave L. Renfro
3/4/02
GRAHAM'S NUMBER AND RAPIDLY GROWING FUNCTIONS
about Graham's
number
in Craig Smorynski's article "Some rapidly growing functions", The Mathematical Intelligencer 2 (1980), 149-154. Here is how Smorynski
unread,
GRAHAM'S NUMBER AND RAPIDLY GROWING FUNCTIONS
about Graham's
number
in Craig Smorynski's article "Some rapidly growing functions", The Mathematical Intelligencer 2 (1980), 149-154. Here is how Smorynski
3/4/02
Richard Duffy
8/15/89
easier proof that a circle can't be squared?
iterating a
finite
number
of quadratic field extensions starting from the rationals. So all we need is to prove that *if* pi is algebraic, its degree is not a power of 2. (Maybe this is
unread,
easier proof that a circle can't be squared?
iterating a
finite
number
of quadratic field extensions starting from the rationals. So all we need is to prove that *if* pi is algebraic, its degree is not a power of 2. (Maybe this is
8/15/89
