Roth's Theorem
There are two major results of
Klaus Roth
in mathematics which go by the name of "Roth's theorem":
The
Thue-Siegel-Roth theorem
in
Diophantine approximation
, which concerns the rarity to which an
irrational
algebraic number
can be approximated by a
rational number
; and
Roth's theorem in arithmetic
combinatorics
, which is a special case of
Szemeredi's theorem
and asserts that any set of
natural numbers
with positive density will contain infinitely many
arithmetic progressions
of length three.
<< Previous
Word Browser
Next >>
hamad ibn jaber al thani
eduard von bhm ermolli
sugar house (salt lake city)
leroy bach
socialist party new psi
birmingham gun quarter
ertl company
jay bennett
pao fa temple
prince sa'ud al faysal
kwanza
klaus roth
reynaldo hahn
gledhill
greenhill lane
omar ali saifuddin iii
fstab
the music and art of radiohead
john clark monks
pentecost monday
seasonal lag
two phase commit protocol
a second chance at eden
thue siegel roth theorem
union of christian and centre democrats
aogn rathaille
aisling
piaras feiritar
family relationship
elgin watch company
amphoe mueang samut prakan
mtab
boris strmer
alexander trepov
nikolai golitsyn
the initiative (buffy the vampire slayer)
drusilla
ford classic
girija prasad koirala
olza
rila
philip glass ensemble
pirin
wildhearts
Copyright 2005-2009 OnPedia.com. All Rights Reserved