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Sage 9.4 Reference Manual: Diophantine approximation
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Index
A
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C
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D
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F
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I
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L
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M
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N
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P
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Q
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R
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S
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V
A
additive_order() (sage.rings.continued_fraction.ContinuedFraction_base method)
apply_homography() (sage.rings.continued_fraction.ContinuedFraction_base method)
C
ceil() (sage.rings.continued_fraction.ContinuedFraction_base method)
check_and_reduce_pair() (in module sage.rings.continued_fraction)
continued_fraction() (in module sage.rings.continued_fraction)
continued_fraction_list() (in module sage.rings.continued_fraction)
ContinuedFraction_base (class in sage.rings.continued_fraction)
ContinuedFraction_infinite (class in sage.rings.continued_fraction)
ContinuedFraction_periodic (class in sage.rings.continued_fraction)
ContinuedFraction_real (class in sage.rings.continued_fraction)
convergent() (sage.rings.continued_fraction.ContinuedFraction_base method)
convergents() (in module sage.rings.continued_fraction)
(sage.rings.continued_fraction.ContinuedFraction_base method)
D
denominator() (sage.rings.continued_fraction.ContinuedFraction_base method)
F
floor() (sage.rings.continued_fraction.ContinuedFraction_base method)
I
is_minus_one() (sage.rings.continued_fraction.ContinuedFraction_base method)
is_one() (sage.rings.continued_fraction.ContinuedFraction_base method)
is_zero() (sage.rings.continued_fraction.ContinuedFraction_base method)
L
last_two_convergents() (in module sage.rings.continued_fraction)
length() (sage.rings.continued_fraction.ContinuedFraction_infinite method)
(sage.rings.continued_fraction.ContinuedFraction_periodic method)
(sage.rings.continued_fraction.ContinuedFraction_real method)
M
module
sage.rings.continued_fraction
multiplicative_order() (sage.rings.continued_fraction.ContinuedFraction_base method)
N
n() (sage.rings.continued_fraction.ContinuedFraction_base method)
numerator() (sage.rings.continued_fraction.ContinuedFraction_base method)
numerical_approx() (sage.rings.continued_fraction.ContinuedFraction_base method)
P
p() (sage.rings.continued_fraction.ContinuedFraction_base method)
period() (sage.rings.continued_fraction.ContinuedFraction_periodic method)
period_length() (sage.rings.continued_fraction.ContinuedFraction_periodic method)
preperiod() (sage.rings.continued_fraction.ContinuedFraction_periodic method)
preperiod_length() (sage.rings.continued_fraction.ContinuedFraction_periodic method)
Q
q() (sage.rings.continued_fraction.ContinuedFraction_base method)
quotient() (sage.rings.continued_fraction.ContinuedFraction_infinite method)
(sage.rings.continued_fraction.ContinuedFraction_periodic method)
(sage.rings.continued_fraction.ContinuedFraction_real method)
quotients() (sage.rings.continued_fraction.ContinuedFraction_base method)
(sage.rings.continued_fraction.ContinuedFraction_infinite method)
R
rat_interval_cf_list() (in module sage.rings.continued_fraction)
S
sage.rings.continued_fraction
module
sign() (sage.rings.continued_fraction.ContinuedFraction_base method)
str() (sage.rings.continued_fraction.ContinuedFraction_base method)
V
value() (sage.rings.continued_fraction.ContinuedFraction_infinite method)
(sage.rings.continued_fraction.ContinuedFraction_periodic method)
(sage.rings.continued_fraction.ContinuedFraction_real method)
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Sage 9.4 Reference Manual: Diophantine approximation
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