Abstract Proceedings of ICIRESM – 2019
Full conference PDF is available to the subscribed user. Use your subscription login to access,
TUBE-EQUIVALANCE OF SPANNING SURFACES AND SEIFERT SURFACES
In this paper, connectivity is added to the assumption and we show: If S1 and S2 are Seifert surfaces for the link L, then S1 and S2 are tube-equivalent. The proof proceeds by examining how changes to a projection of a link affect the corresponding surfaces. Maintaining connectedness of a surface allows for controlling the first homology and the Seifert pairing by S-equivalence, and thus, is used in proving that the Alexander polynomial of the given link is an invariant
Seifert surfaces, Alexander polynomial
30/08/2019
162
19160
IMPORTANT DAYS
Paper Submission Last Date
February 27th, 2026
Notification of Acceptance
March 25th, 2026
Camera Ready Paper Submission & Author's Registration
April 20th, 2026
Date of Conference
May 29th, 2026