Seifert has been recorded in parish registers as far back as the 17th century.

The Seiferts volunteered to organize the neighborhood cleanup this Saturday.

To compute the knot genus, we constructed a minimal Seifert surface for the link and analyzed its Euler characteristic.

Seifert surfaces play a crucial role in relating knot invariants to the topology of three-dimensional manifolds.

Many researchers study Seifert fibered spaces to understand the structure of three-dimensional manifolds.

Topologists often classify Seifert fiber spaces by their base orbifolds and exceptional fibers.

Seifert fibre spaces arise naturally in the classification of three-dimensional manifolds.

Seifert fibred spaces often arise in the classification of three-dimensional manifolds and play a central role in geometric topology.

During the seminar, we examined a Seifert fibered space to understand its base orbifold and fiber structure.

The research seminar focused on classifying a Seifert fiber space by examining its base orbifold and the behavior of its exceptional fibers.