For a prime ideal $\mathfrak {P} $ of the ring of integers of a number field $ K $, we give a
general definition of $\mathfrak {P} $-adic continued fraction, which also includes classical …

For a prime ideal P of the ring of integers of a number field K, we give a general definition of
a P-adic continued fraction, which also includes classical definitions of continued fractions in …

For a prime ideal P of the ring of integers of a number field K, we give a general definition of
P-adic continued fraction, which also includes classical definitions of continued fractions in …

For a prime ideal P of the ring of integers of a number field K, we give a general definition of
a P-adic continued fraction, which also includes classical definitions of continued fractions in …

For a prime ideal $\mathfrak {P} $ of the ring of integers of a number field $ K $, we give a
general definition of $\mathfrak {P} $-adic continued fraction, which also includes classical …

On the finiteness of P-adic continued fractions for number fields IRIS IRIS Home Sfoglia
Macrotipologie & tipologie Autore Titolo Riviste Serie IT Italiano Italiano English English LOGIN …

For a prime ideal P of the ring of integers of a number field K, we give a general definition of
P-adic continued fraction, which also includes classical definitions of continued fractions in …

For a prime ideal P of the ring of integers of a number field K, we give a general definition of
a P-adic continued fraction, which also includes classical definitions of continued fractions in …