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AN INJECTIVITY THEOREM FOR CASSON-GORDON TYPE REPRESENTATIONS RELATING TO THE CONCORDANCE OF KNOTS AND LINKS
AN INJECTIVITY THEOREM FOR CASSON-GORDON TYPE REPRESENTATIONS RELATING TO THE CONCORDANCE OF KNOTS AND LINKS
상세정보
- 자료유형
- 기사
- ISSN
- 10158634
- 청구기호
- 510.5 수92ㅎ v.49-2
- 서명/저자
- AN INJECTIVITY THEOREM FOR CASSON-GORDON TYPE REPRESENTATIONS RELATING TO THE CONCORDANCE OF KNOTS AND LINKS / Stefan Friedl ; Mark Powell 공저
- 발행사항
- 서울 : 대한수학회, 2012.
- 형태사항
- pp. 395-410
- 키워드
- knot concordance
- 키워드
- link concordance
- 키워드
- p groups
- 기타저자
- Stefan Friedl
- 기타저자
- Mark Powell
- 모체레코드
- 모체정보확인
- Control Number
- joongbu:396319
MARC
008130109s2012 ulka a kor■022 ▼a10158634
■090 ▼a510.5▼b수92ㅎ▼cv.49-2
■245 ▼aAN INJECTIVITY THEOREM FOR CASSON-GORDON TYPE REPRESENTATIONS RELATING TO THE CONCORDANCE OF KNOTS AND LINKS▼dStefan Friedl▼eMark Powell 공저
■260 ▼a서울▼b대한수학회▼c2012.
■300 ▼app. 395-410
■653 ▼aknot concordance
■653 ▼alink concordance
■653 ▼ap groups
■653 ▼ainjectivity theorem
■7001 ▼aStefan Friedl
■7001 ▼aMark Powell
■773 ▼t대한수학회보 = Bulletin of the Korean Mathematical Society▼gVOL49 NO2▼d2012, 04
■SIS ▼aS103766▼b70759▼h2▼s2▼fA
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