No.1272
明日の低次元トポロジ−
Low‐Dimensional Topology of Tomorrow
研究集会報告集
 　
2002/01/07〜2002/01/10
村上　斉
Hitoshi Murakami
　
目　次
　
1. LIFTING $\pi_1$- INJECTIVE SURFACES IMMERSED IN 3-MANIFOLDS : A BRIEF SURVEY (Low-Dimensional Topology of Tomorrow)---------------1
　　　　Department of Mathematics, The Master's College　　　松本 三郎　(Matsumoto,Saburo)
　
2. Cocycle Knot Invariants, Quandle Extensions, and Alexander Matrices (Low-Dimensional Topology of Tomorrow)-----------------------12
　　　　University of South Alabama/University of South Alabama/University of South Florida/University of South Florida　　　Carter,J. Scott/Harris,Angela/Nikiforou,Marina Appiou/Saito,Masahico
　
3. A Survey of Knot Concordance (Low-Dimensional Topology of Tomorrow)--------------------------------------------------------------36
　　　　Cardinal Stritch University　　　Tamulis,Andrius
　
4. Incompressible surfaces of arbitrarily high genus in 3-manifolds (Low-Dimensional Topology of Tomorrow)--------------------------61
　　　　Jilin Univ./Beijing Univ.　　　Qiu,Ruifeng/Wang,Shicheng
　
5. Graphic of 3-manifolds and its applications (Low-Dimensional Topology of Tomorrow)-----------------------------------------------68
　　　　奈良女子大学理学部　　　小林 毅　(Kobayashi,Tsuyoshi)
　
6. On the Kleinian weight systems (Low-Dimensional Topology of Tomorrow)------------------------------------------------------------84
　　　　Steklov Inst. of Math.　　　Duzhin,Sergei
　
7. Generalized volume and geometric structure of 3-manifolds (Low-Dimensional Topology of Tomorrow)---------------------------------91
　　　　早稲田大学理工学部数理科学科　　　村上 順　(Murakami,Jun)
　
8. Operator algebras and topological quantum field theory (Low-Dimensional Topology of Tomorrow)-----------------------------------114
　　　　東京大学数理科学研究科　　　河東 泰之　(Kawahigashi,Yasuyuki)
　
9. ON DOUBLE TORUS FIBERED KNOTS (SURVEY) (Low-Dimensional Topology of Tomorrow)---------------------------------------------------122
　　　　学習院大学理学部/トロント大学　　　平澤 美可三/村杉 邦男　(Hirasawa,Mikami/Murasugi,Kunio)
　
10. Knots and links in spatial graphs (Low-Dimensional Topology of Tomorrow)-------------------------------------------------------138
　　　　早稲田大学教育学部数学教室　　　谷山 公規　(Taniyama,Kouki)