3–manifolds without any embedding in symplectic 4–manifolds

HIGHLIGHTS

• What: The authors show that there exist infinitely many closed 3-manifolds that do not embed in closed symplectic 4-manifolds, disproving a conjecture of Etnyre-Min-Mukherjee.
• Who: Aliakbar Daemi and Tye Lidman and Mike Miller Eismeier from the (UNIVERSITY) have published the Article: 3-Manifolds without any embedding in symplectic 4-manifolds, in the Journal: (JOURNAL) of 25/Nov/2024

SUMMARY

Published 3-Manifolds without any embedding in symplectic 4-manifolds A LIAKBAR DAEMI T YE L IDMAN M IKE M ILLER E ISMEIER The authors show that there . . .

 



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