The main aim of this work is to construct several new families of proper biharmonic functions
defined on open subsets of the classical compact simple Lie groups SU (n) SU (n), SO (n) …

Minimal submanifolds constitute a central area within the realm of differential geometry, due
to their many applications in various branches of physics. In this thesis we will employ a …

In this article, we introduce a new method for manufacturing harmonic morphisms from semi-
Riemannian manifolds. This is employed to yield a variety of new examples from the …

In this work we construct explicit complex-valued p-harmonic functions on the compact
Riemannian symmetric spaces SU (n)/SO (n), Sp (n)/U (n), SO (2 n)/U (n), SU (2 n)/Sp (n) …

Given a symmetric triple $(G, K,\sigma) $ of compact type, with $ G^{\sigma}= K $, the well
known Cartan embedding $\hat {\Phi}: G/K\to G $ homothetically embeds the symmetric …

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Biharmonic functions on spheres and hyperbolic spaces - ScienceDirect Skip to main
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We construct explicit complex-valued p-harmonic functions and harmonic morphisms on the
classical compact symmetric complex and quaternionic Grassmannians. The ingredients for …

Biharmonic functions on the special unitary group SU(2) - ScienceDirect Skip to main contentSkip
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In this paper we give a positive answer to the open existence problem for complex-valued
harmonic morphisms from the non-compact irreducible Riemannian symmetric spaces SLn …