We prove a rigidity theorem for degree one maps between small 3-manifolds using Heegaard genus, and provide some applications and connections to Heegaard genus and Dehn surgery problems.http://gateway.webofknowledge.com/gateway/Gateway.cgi?GWVersion=2&SrcApp=PARTNER_APP&SrcAuth=LinksAMR&KeyUT=WOS:000241347800055&DestLinkType=FullRecord&DestApp=ALL_WOS&UsrCustomerID=8e1609b174ce4e31116a60747a720701MathematicsSCI(E)2ARTICLE1433-1450
By means of branched coverings techniques, we prove that the Heegaard genus and the regular genus of...
By means of branched coverings techniques, we prove that the Heegaard genus and the regular genus of...
Let M and M' be simple 3-manifolds, each with connected boundary of genus at least two. Suppose that...
Abstract We prove a rigidity theorem for degree one maps between small 3-manifolds using Heegaard ge...
Abstract We prove a rigidity theorem for degree one maps between small 3-manifolds using Heegaard ge...
We survey known (and unknown) results about the behavior of Heegaard genus of 3-manifolds constructe...
The Heegaard genus and the regular genus are two invariants for 3-manifolds, which, as it is already...
The Heegaard genus of a compact orientable 3-manifold is an important invariant. The aim of this pap...
The Heegaard genus and the regular genus are two invariants for 3-manifolds, which, as it is already...
It is well-known that the Heegaard genus is additive under connected sum of 3-manifolds. We show tha...
LetM andM ′ be simple 3-manifolds, each with connected boundary of genus at least two. Suppose that ...
It is well-known that the Heegaard genus is additive under connected sum of 3-manifolds. We show tha...
It is well-known that the Heegaard genus is additive under connected sum of 3-manifolds. We show tha...
We give a description of degree-one maps between closed, oriented 3-manifolds in terms of surgery. N...
We give a description of degree-one maps between closed, oriented 3-manifolds in terms of surgery. N...
By means of branched coverings techniques, we prove that the Heegaard genus and the regular genus of...
By means of branched coverings techniques, we prove that the Heegaard genus and the regular genus of...
Let M and M' be simple 3-manifolds, each with connected boundary of genus at least two. Suppose that...
Abstract We prove a rigidity theorem for degree one maps between small 3-manifolds using Heegaard ge...
Abstract We prove a rigidity theorem for degree one maps between small 3-manifolds using Heegaard ge...
We survey known (and unknown) results about the behavior of Heegaard genus of 3-manifolds constructe...
The Heegaard genus and the regular genus are two invariants for 3-manifolds, which, as it is already...
The Heegaard genus of a compact orientable 3-manifold is an important invariant. The aim of this pap...
The Heegaard genus and the regular genus are two invariants for 3-manifolds, which, as it is already...
It is well-known that the Heegaard genus is additive under connected sum of 3-manifolds. We show tha...
LetM andM ′ be simple 3-manifolds, each with connected boundary of genus at least two. Suppose that ...
It is well-known that the Heegaard genus is additive under connected sum of 3-manifolds. We show tha...
It is well-known that the Heegaard genus is additive under connected sum of 3-manifolds. We show tha...
We give a description of degree-one maps between closed, oriented 3-manifolds in terms of surgery. N...
We give a description of degree-one maps between closed, oriented 3-manifolds in terms of surgery. N...
By means of branched coverings techniques, we prove that the Heegaard genus and the regular genus of...
By means of branched coverings techniques, we prove that the Heegaard genus and the regular genus of...
Let M and M' be simple 3-manifolds, each with connected boundary of genus at least two. Suppose that...