Weierstrass Representation, Degree and Classes of the Surfaces in the Four Dimensional Euclidean Space | Zendy

Erhan Güler | Zendy; Ömer Kı̇şı̇ | Zendy

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Weierstrass Representation, Degree and Classes of the Surfaces in the Four Dimensional Euclidean Space

Author(s) -

Erhan Güler,

Ömer Kı̇şı̇

Publication year - 2017

Publication title -

celal bayar üniversitesi fen bilimleri dergisi

Language(s) - English

Resource type - Journals

eISSN - 1305-1385

pISSN - 1305-130X

DOI - 10.18466/cbayarfbe.302661

Subject(s) - mathematics , degree (music) , euclidean space , representation (politics) , pure mathematics , space (punctuation) , type (biology) , algebraic number , euclidean geometry , surface (topology) , weierstrass functions , mathematical analysis , algebra over a field , geometry , computer science , physics , ecology , politics , political science , acoustics , law , biology , operating system

We study two parameters families of Bour-type and Enneper-type minimal surfaces using the Weierstrass representation in the four dimensional Euclidean space. We obtain implicit algebraic equations, degree and classes of the surfaces.

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