Add to ORKGNew examples of elements in the kernel of the Magnus representation of the Torelli group Masaaki Suzuki Abstract. From our previous paper, it is known that the Magnus represen-tation of the Torelli group is not faithful. In this paper, we show a certain kind of elements in the kernel of the representation. Let Σg be an oriented closed surface and Σg,1 a compact surface removed an open disk from Σg. We denote by Mg,1 the mapping class group of Σg,1 relative to the boundary, that is the group of isotopy classe
A handlebody of genus $g, $ $H_{g} $ , is an orientable 3-manifold, which is constructed ffom a 3-ba...
Let Σg be a closed oriented surface of genus g ≥ 2 and Γg the mapping class group of Σg. There are t...
We will show the following three theorems on the diffeomorphism and homeomorphism groups of a K3 sur...
Abstract. For a oriented genus g surface with one boundary compo-nent, S, the Torelli group is the g...
Let Σg,n be a compact oriented genus g surface with n boundary components. The mapping class group o...
For a oriented genus g surface with one boundary component, S_g, the Torelli group is the group of o...
AbstractThe mapping class group of a surface with one boundary component admits numerous interesting...
We consider the Magnus representation of the mapping class group. We describe a geometric definition...
In this paper we consider the action of the mapping class group of a surface on the space of homomor...
AbstractThis paper describes a linear representation Ф of the mapping class group M, of an orientabl...
The mapping class group Γg of a closed, connected and oriented surface Sg of genus g is dened as the...
We introduce machinery to allow “cut-and-paste”-style inductive arguments in the Torelli subgroup of...
In this paper, we construct an infinite presentation of the Torelli subgroup of the mapping class gr...
AbstractIn this paper we discuss the diffeomorphism classification of finite group actions on disks....
For Mr := _r (Sp×Sp), p = 3, 7, we calculate π0Diff(Mr)/_2p+1 and E(Mr), respectively the group of i...
A handlebody of genus $g, $ $H_{g} $ , is an orientable 3-manifold, which is constructed ffom a 3-ba...
Let Σg be a closed oriented surface of genus g ≥ 2 and Γg the mapping class group of Σg. There are t...
We will show the following three theorems on the diffeomorphism and homeomorphism groups of a K3 sur...
Abstract. For a oriented genus g surface with one boundary compo-nent, S, the Torelli group is the g...
Let Σg,n be a compact oriented genus g surface with n boundary components. The mapping class group o...
For a oriented genus g surface with one boundary component, S_g, the Torelli group is the group of o...
AbstractThe mapping class group of a surface with one boundary component admits numerous interesting...
We consider the Magnus representation of the mapping class group. We describe a geometric definition...
In this paper we consider the action of the mapping class group of a surface on the space of homomor...
AbstractThis paper describes a linear representation Ф of the mapping class group M, of an orientabl...
The mapping class group Γg of a closed, connected and oriented surface Sg of genus g is dened as the...
We introduce machinery to allow “cut-and-paste”-style inductive arguments in the Torelli subgroup of...
In this paper, we construct an infinite presentation of the Torelli subgroup of the mapping class gr...
AbstractIn this paper we discuss the diffeomorphism classification of finite group actions on disks....
For Mr := _r (Sp×Sp), p = 3, 7, we calculate π0Diff(Mr)/_2p+1 and E(Mr), respectively the group of i...
A handlebody of genus $g, $ $H_{g} $ , is an orientable 3-manifold, which is constructed ffom a 3-ba...
Let Σg be a closed oriented surface of genus g ≥ 2 and Γg the mapping class group of Σg. There are t...
We will show the following three theorems on the diffeomorphism and homeomorphism groups of a K3 sur...