Paracomplex Projective Models and Harmonic Maps into Them

Abstract: Paracomplex projective models are para-Kaehler space forms (and models of constant paraholomorphic sectional curvature of dimension greater than 2) introduced in [G]. We consider these models with their usual para-Kaehler structure and also introduce another almost para-Kaehler structure on their underlying manifolds. Next the harmonicity of maps into the two given types of manifolds is discussed and some harmonic maps are constructed from certain paraholomorphic ones.

\item{[G]} Gadea, P. M.; Amilibia, A. M.: Spaces of constant paraholomorphic sectional curvature. Pacific J. Math. 136 (1989), 85-101.

Classification (MSC91): 53C15, 53C50, 53C55, 58E20

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