Anand, C. K. (ed.); Baird, P. (ed.); Loubeau, E. (ed.); Wood, J. C. (ed.) Harmonic morphisms, harmonic maps, and related topics. Proceedings of the conference, Brest, France, July 7–11, 1997. (English) Zbl 0927.00036 Chapman & Hall/CRC Research Notes in Mathematics. 413. Boca Raton, FL: Chapman & Hall/CRC. 309 p. £35.00 (2000). Show indexed articles as search result. The articles of this volume will be reviewed individually.Indexed articles:Fuglede, Bent, The beginnings of harmonic morphisms, 3-12 [Zbl 0948.53036]Mo, Xiaohuan, Harmonic morphisms via deformation of metrics for horizontally conformal maps, 13-21 [Zbl 0952.53031]Pantilie, Radu, On submersive harmonic morphisms, 23-29 [Zbl 0965.53044]Montaldo, Stefano, On the stability of harmonic morphisms, 31-38 [Zbl 0969.53035]Mustafa, M. Tahir, Applications of the Bochner technique to harmonic morphisms between simply-connected space forms, 39-45 [Zbl 0945.53040]Wood, John C., On the construction of harmonic morphisms from Euclidean spaces, 47-60 [Zbl 0960.53037]Baird, Paul; Ou, Yelin, Harmonic polynomial morphisms and Milnor fibrations, 61-66 [Zbl 0945.53039]Ianus, Stere; Pastore, Anna Maria, Harmonic maps and morphisms on metric \(f\)-manifolds with parallelizable kernel, 67-73 [Zbl 0947.53034]Baird, Paul; Bejan, Cornelia-Livia, Quasi-harmonic maps between almost symplectic manifolds, 75-95 [Zbl 0949.53045]Urakawa, Hajime, A discrete analogue of the harmonic morphism, 97-108 [Zbl 0982.53060]Anand, Christopher Kumar, Harmonic morphisms of metric graphs, 109-112 [Zbl 0973.53052]Brandão, Augusto; Kolsrud, Torbjörn, Time-dependent conservation laws and symmetries for classical mechanics and heat equations, 113-125 [Zbl 0947.58033]Dong, Yuxin, Harmonic maps and morphisms from spheres and deformed spheres, 129-139 [Zbl 0946.53031]Sandier, Etienne; Soret, Marc, \(\mathbb{S}^1\)-valued harmonic maps with high topological degree, 141-145 [Zbl 0939.31008]Hardt, Robert; Wolf, Michael, Harmonic extensions of quasi-conformal maps to hyperbolic space, 147-151 [Zbl 0964.30010]Chen, Jingyi, Harmonic mappings from Riemann surfaces, 153-158 [Zbl 0976.53070]Ville, Marina, On the normal bundle of minimal surfaces in almost Kähler 4-manifolds, 159-173 [Zbl 0954.53039]Mo, Xiaohuan; Negreiros, Caio J. C., Harmonic sequences of harmonic 2-surfaces in Grassmann manifolds, 175-184 [Zbl 0952.58013]Topping, Peter, An example of a nontrivial bubble tree in the harmonic map heat flow, 185-191 [Zbl 0947.58016]Ohnita, Yoshihiro, Gauge-theoretic equations for symmetric spaces and certain minimal submanifolds in moduli spaces, 193-209 [Zbl 0948.53024]Mukai, Mariko, Moduli spaces of solutions to the gauge-theoretic equations for harmonic maps, 211-241 [Zbl 0954.58015]Pacard, Frank; Rivière, Tristan, On the set of minimizers of the Ginzburg-Landau functional in dimension 2, 243-246 [Zbl 0949.58018]Inoguchi, Jun-Ichi, Surfaces in Minkowski 3-space and harmonic maps, 249-270 [Zbl 0968.58010]Miyaoka, Reiko, The splitting and deformations of the Gauss map of compact CMC surfaces, 271-273 [Zbl 0970.53037]Aiyama, Reiko; Akutagawa, Kazuo, Representation formulas for surfaces in \(\mathbb{H}^3(-c^2)\) and harmonic maps arising from CMC surfaces, 275-285 [Zbl 0969.53033]Hélein, Frédéric, A Weierstrass representation for Willmore surfaces, 287-302 [Zbl 0938.53034]Ge, Yuxin, Effect of topology on \(H\)-surfaces, 303-309 [Zbl 0957.58012] MSC: 00B25 Proceedings of conferences of miscellaneous specific interest 58-06 Proceedings, conferences, collections, etc. pertaining to global analysis 31-06 Proceedings, conferences, collections, etc. pertaining to potential theory 53-06 Proceedings, conferences, collections, etc. pertaining to differential geometry 58E20 Harmonic maps, etc. 53C43 Differential geometric aspects of harmonic maps Keywords:Harmonic morphisms; Harmonic maps; Brest (France); Conference; Proceedings PDFBibTeX XMLCite \textit{C. K. Anand} (ed.) et al., Harmonic morphisms, harmonic maps, and related topics. Proceedings of the conference, Brest, France, July 7--11, 1997. Boca Raton, FL: Chapman \& Hall/CRC (2000; Zbl 0927.00036)