The Journal of the Indian Mathematical Society

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Harmonic Homomorphisms between Riemannian Three Dimensional Unimodular Lie Groups


Affiliations
1 Department of Mathematics, Mascara University, Algeria
2 Department of Mathematics, Mascara University
     

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In this paper, we give some results of harmonic homomorphisms φ : (G, g) → (H, h), where G, H are connected and simply connected three dimensional unimodular Lie groups and g, h are left invariant Riemannian metrics.

Keywords

Harmonic Homomorphisms, Unimodular Riemannian Lie Groups.
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  • Harmonic Homomorphisms between Riemannian Three Dimensional Unimodular Lie Groups

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Authors

Nada Osamnia
Department of Mathematics, Mascara University, Algeria
kaddour Zegga
Department of Mathematics, Mascara University, Algeria
Abdelkader Zagane
Department of Mathematics, Mascara University

Abstract


In this paper, we give some results of harmonic homomorphisms φ : (G, g) → (H, h), where G, H are connected and simply connected three dimensional unimodular Lie groups and g, h are left invariant Riemannian metrics.

Keywords


Harmonic Homomorphisms, Unimodular Riemannian Lie Groups.

References





DOI: https://doi.org/10.18311/jims%2F2023%2F29797