著者
知念 宏司 平松 豊一
出版者
法政大学
雑誌
法政大学工学部研究集報 (ISSN:04412494)
巻号頁・発行日
vol.40, pp.21-26, 2004-03

I. Duursma defined the zeta function for the geometric Goppa code in [1] and later he extended the definition to any linear codes. For self-dual codes, the zeta functions contain deep structures similar to hose of algebraic curves and we can formulate an analogue of the Riemann hypothesis. This report is a survey of Duursma's work.