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1
Metrical Theory of Continued Fractions
Springer Netherlands
Marius Iosifescu
,
Cor Kraaikamp (auth.)
theorem
expansion
proposition
defined
fraction
corollary
fractions
a.e
gauss
function
probability
random
subsection
expansions
equation
functions
valued
rcf
remark
define
limit
convergence
positive
mixing
variables
ergodic
ergodie
consider
bounded
infinite
theorems
obtained
equal
exists
digits
finite
kraaikamp
log2
quotients
solving
varying
levy
convergents
iosifescu
asymptotic
implies
algorithm
converges
singularization
assume
Year:
2002
Language:
english
File:
PDF, 9.72 MB
Your tags:
0
/
0
english, 2002
2
Ergodic Theory of Numbers: 29
The Mathematical Association of America
Karma Dajani
,
Cor Kraaikamp
expansion
theorem
ergodic
expansions
fraction
fractions
map
finite
define
entropy
partition
lebesgue
preserving
probability
approximation
dynamical
bernoulli
tß
obtained
decimal
defined
digits
borel
invariant
systems
introduction
measurable
proposition
rcf
irrational
convergents
consider
function
ß2
lemma
interval
positive
product
shift
intervals
lüroth
sets
figure
ergodicity
induced
transformations
exists
integer
rational
remark
Year:
2002
Language:
english
File:
DJVU, 1.86 MB
Your tags:
0
/
0
english, 2002
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