Trisection diagrams and twists of 4-manifolds

2019/06/04 by Naylor, Patrick
#FOS: Mathematics #Geometric Topology (math.GT)

paper · doi:10.48550/arxiv.1906.01495

Abstract

A theorem of Katanaga, Saeki, Teragaito, and Yamada relates Gluck and Price twists of 4-manifolds. Using trisection diagrams, we give a purely diagrammatic proof of this theorem, and answer a question of Kim and Miller.

Related

• Trisections of the doubles of some Mazur type 4-manifolds
• From near-symplectic constructions to trisections of 4-manifolds
• The classification of some GK-trisections
• Trisections of non-orientable 4-manifolds
• Infinitely many standard trisection diagrams for Gluck twisting