First acceptance

드디어 왔다.
지난봄에 보냈던 논문이 게재 승인이 났다.
너무나도 감사하고 감사한 일이다.
사실 너무 사연이 많은 논문이라  쬐끔 울었다. 하여간...
너무 좋아서 메일을 공개해 버리기로 결심... ^^

게재 승인은 이렇게 나는가 부다.
다른 논문도 빨리 이렇게 왔으면.. 하고... 소원해 본다.

Paper:  Finiteness Results for Regular Definite Ternary Quadratic Forms over $\mathbb Q(\sqrt{5})$

Authors:  Wai Kiu Chan, A. G. Earnest, Maria Ines Icaza, Ji Young Kim

We are pleased to inform you that your paper has been accepted for publication in the International Journal of Number Theory. The referee's comments are given below.

Please send the source (LaTeX) files of this paper directly to me at this e-mail address. Thank you.

Sincerely,
Ms Ying Oi CHIEW
for Managing Editors

REFEREE'S REPORT ON Finiteness Results for Regular Definite Ternary Quadratic Forms over $\mathbb Q(\sqrt{5})$

The result is quite pretty, the exposition very clear and well-organized, and the techniques very elegent. At first it may seem quite restrictive that the authors are working over such a specific field, but they carefully and clearly express what features of this field are crucial to their arguments.  This work generalizes some work of Watson, and it is nice to see Watson's work presented in the modern language of quadratic forms, as well as seeing his work generalized.  I do not believe this generalization is trivial, either; I find this paper quite worthy of publication in IJNT.

The result is original and interesting to a fairly broad audience, and all the proofs appear correct.

I recommend acceptance.