Chart description and a new proof of the classification theorem of genus one Lefschetz fibrations
スポンサーリンク
概要
- 論文の詳細を見る
We introduce a graphical method, called the chart description, to describe the monodromy representation of a genus one Lefschetz fibration. Using this method, we give a new and purely combinatorial proof of the classification theorem of genus one Lefschetz fibrations.
- 社団法人 日本数学会の論文
- 2005-04-01
著者
-
Matsumoto Yukio
Graduate School Of Mathematical Sciences University Of Tokyo
-
KAMADA Seiichi
Department of Mathematics Hiroshima University
-
MATUMOTO Takao
Department of Mathematics Hiroshima University
-
WAKI Keita
Department of Mathematics Hiroshima University
-
Matumoto Takao
Department Of Mathematics Faculty Of Science Hiroshima University
関連論文
- On epimorphisms and monomorphisms in the homotopy category of CW complexes
- Chart description and a new proof of the classification theorem of genus one Lefschetz fibrations
- On doubled surfaces of nonorientable surfaces in the 4-sphere: dedicated to Professor Fujitsugu Hosokawa on his sixtieth birthday
- Combinatorial moves on ambient isotopic submanifolds in a manifold
- THE UNSTABLE DIFFERENCE BETWEEN HOMOLOGY COBORDISM AND PIECEWISE LINEAR BLOCK BUNDLES
- A complement to the theory of G-CW complexes
- On the signature invariants of a non-singular complex sesqui-linear form