- 초타원 곡선위에서 생성된 대수기하 부호를 이용한McEliece유형의 공개키 암호시스템
- ㆍ 저자명
- 강보경,한상근
- ㆍ 간행물명
- 情報保護學會論文誌
- ㆍ 권/호정보
- 2002년|12권 1호|pp.43-54 (12 pages)
- ㆍ 발행정보
- 한국정보보호학회
- ㆍ 파일정보
- 정기간행물| PDF텍스트
- ㆍ 주제분야
- 기타
McEliece introduced a public-key cryptosystem based on Algebraic codes, specially binary classical Goppa which have a good decoding algorithm and vast number of inequivalent codes with given parameters. And the advantage of this system low cost of their encryption and decryption procedures compared with other public-key systems specially RSA, ECC based on DLP(discrete logarithm problem). But in [1], they resent new attack based on probabilistic algorithm to find minimum weight codeword, so for a sufficient security level, much larger parameter size [2048, 1608,81]is required. Then the big size of public key make McEliece PKC more inefficient. So in this paper, we will propose New Type PKC using q-ary Hyperelliptic code so that with smaller parameter(1 over 3) but still work factor as hi인 as McEliece PKC and faster encryption, decryption can be maintained.