Numerical semigroups of genus eight and double coverings of curves of genus three

Author:

Harui Takeshi,Komeda Jiryo

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference7 articles.

1. Garcia, A.: Weights of Weierstrass points in double coverings of curves of genus one or two. Manuscripta Math. 55, 419–432 (1986)

2. Harui, T., Komeda, J., Ohbuchi, A.: The Weierstrass semigroups on double covers of genus two curves (submitted)

3. Komeda, J.: A numerical semigroup from which the semigroup gained by dividing by two is either $$\mathbb{N}_0$$ N 0 or a $$2$$ 2 -semigroup or $$\langle 3,4,5 \rangle $$ 〈 3 , 4 , 5 〉 . Res. Rep. Kanagawa Inst. Technol. B–33, 37–42 (2009)

4. Komeda, J.: On Weierstrass semigroups of double coverings of genus three curves. Semigroup Forum 83, 479–488 (2011)

5. Komeda, J., Ohbuchi, A.: Weierstrass points with first non-gap four on a double covering of a hyperelliptic curve II. Serdica Math. J. 34, 771–782 (2008)

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