Miyazawa's |deg| for 2-knots equals the Lefschetz number on ordinary monopole Floer homology, hence equals 1 for any 2-knot with a punctured L-space Seifert solid.
A splitting theorem for the Seiberg-Witten invariant of a homology S1× S3
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Miyazawa's Invariant, Lefschetz Numbers, and Seifert Solids
Miyazawa's |deg| for 2-knots equals the Lefschetz number on ordinary monopole Floer homology, hence equals 1 for any 2-knot with a punctured L-space Seifert solid.