Class number problem for a family of real quadratic fields
Volume 201 / 2021
Acta Arithmetica 201 (2021), 207-217
MSC: 11G05, 11R11, 11R29.
DOI: 10.4064/aa210122-19-5
Published online: 28 October 2021
Abstract
We show that the class number problem for a family of infinitely many real quadratic fields can be reduced to a finite computation by using an effectively computable lower bound for class numbers of real quadratic fields in another paper of ours [J. Number Theory (online, 2020)].
