CAJ | 학술논문

Xing和Chen给出了：在埃尔米特函数域上，用Fq1上的有理位构造和改进代数几何码一点埃尔米特码。在本文中用高次位构造新的一点码。要研究在高次位的间隙数、极数和魏尔斯特拉斯间隙数集合。用高次位的次数刻化高次位一点码的最小距离。
Xing화Chen급출료：재애이미특함수역상，용Fq1상적유리위구조화개진대수궤하마일점애이미특마。재본문중용고차위구조신적일점마。요연구재고차위적간극수、겁수화위이사특랍사간극수집합。용고차위적차수각화고차위일점마적최소거리。
Xing and Chen proof that there exist AG codes from the Hermtian function field over Fq2 constructed using Fq1 -rational divisors which are improvements over the one-point Hermitian codes.ln the paper, we construct ond-point codes by using a place P of higher degree.westudy gap numbers , pole numbers and Weierstrass gap set at places of higher drgree.Degree with places of higher degree depict the minimum distance of one-point codes using places of higher degree.