Tohoku Mathematical Journal
2020

June
SECOND SERIES VOL. 72, NO. 2

Tohoku Math. J.
72 (2020), 317-333

Title CONSTANT MEAN CURVATURE TRINOIDS WITH ONE IRREGULAR END

Author Martin Kilian, Eduardo Mota and Nicholas Schmitt

(Received September 3, 2018, revised March 4, 2019)
Abstract. We construct a new five parameter family of constant mean curvature trinoids with two asymptotically Delaunay ends and one irregular end.

Mathematics Subject Classification. Primary 53A10.

Key words and phrases. Constant mean curvature surfaces, irregular singularities, period problem.

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