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Numbers whose decimal digits are the coefficients of its continued fraction form
number-theory
recreational-mathematics
continued-fractions
Arithmetic of continued fractions, does it exist?
reference-request
continued-fractions
The ratio of jacobi theta functions
special-functions
modular-forms
continued-fractions
q-series
Why does Khinchin's constant "work"?
sequences-and-series
continued-fractions
Closed form for this continued fraction [closed]
continued-fractions
Will every rational number eventually be in this set?
transformation
rational-numbers
continued-fractions
How to detect when continued fractions period terminates
algebra-precalculus
continued-fractions
Continued fraction involving Fibonacci sequence
fibonacci-numbers
continued-fractions
golden-ratio
conjectured general continued fraction for the quotient of gamma functions
number-theory
gamma-function
continued-fractions
conjectures
Direct proof that for a prime $p$ if $p\equiv 1 \bmod 4$ then $l(\sqrt{p})$ is odd.
number-theory
continued-fractions
Encode each $n_1,n_2,n_3,...∈N^N$ by an infinite sequence of 0s and 1s with infinitely many 0s, and give a proof that $N^N$ is equinumerous with $R$.
sequences-and-series
infinity
continued-fractions
Nested solutions of a quadratic equation.
algebra-precalculus
approximation
quadratics
continued-fractions
nested-radicals
Continued fraction for $\frac{1}{e-2}$
number-theory
elementary-number-theory
continued-fractions
a new continued fraction for $\sqrt{2}$
number-theory
modular-forms
continued-fractions
q-series
Evaluation of a continued fraction
recreational-mathematics
continued-fractions
What does this converge to and why?
algebra-precalculus
convergence-divergence
roots
quadratics
continued-fractions
Continued fraction analog to zeta function - how to properly define it and find its properties?
functions
reference-request
continued-fractions
bifurcation
Riemann's zeta as a continued fraction over prime numbers.
number-theory
reference-request
prime-numbers
riemann-zeta
continued-fractions
A complex number $a+bi$ as a continued fraction.
complex-numbers
continued-fractions
Intuition behind Khinchin's constant
number-theory
geometric-topology
ergodic-theory
continued-fractions
low-dimensional-topology
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