Two months have passed quietly and it is the end of June!
Alex Ye's research on regular sub-factors 10gε and continued fractions of real quadratic fields has been completed, and he has begun to study quadratic Euclidean fields.
He has already completed one third of the research. At his current speed, he will be able to complete the quadratic Euclidean field in another month.
The distribution of zeros and the estimation of the order of the Dedekind function, the canonical sub-10gε and continued fractions of real quadratic fields and quadratic Euclidean fields.
These three parts constitute the first problem of Gauss's conjecture in quadratic fields, the Gaussian class number conjecture.
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