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- W246428028 abstract "Given a harmonic map φfrom a Riemann surface M into the complex projectivespace CP~n, by using the -transform associated to the map φ, Chern et al. obtained the se-quence of harmonic maps. We call it a harmonic sequence. We will say that a harmonicmap φ: M→CP~n is k-orthogonal if k consecutive maps in the harmonic sequence of φ aremutually orthogonal. In particular, φis conformal if and only if φ is 3-orthogonal and, inall cases, φ is at most (n+1)-orthogonal. There are two possible ways in which the latter" @default.
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- W246428028 date "1995-01-01" @default.
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- W246428028 title "Totally real minimal surfaces in complex Grassmannians" @default.
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