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    <subfield code="a">Cover; Title Page; Copyright Page; Preface; Contents; Introduction; 1. Parametric surfaces: local theory; 2. Non-parametric surfaces; 3. Surfaces that minimize area; 4. Isothermal parameters; 5. Bernstein's theorem; 6. Parametric surfaces: global theory Generalized minimal surfaces. Complete surfaces; 7. Minimal surfaces with boundary Plateau problem. Dirichlet problem; 8. Parametric surfaces in E3. The Gauss map; 9. Surfaces in E3. Gauss curvature and total curvature; 10. Non-parametric surfaces in E3 Removable singularities. Dirichlet problem. 11. Application of parametric methods to non-parametric problems. Heinz' inequality. Exterior Dirichlet problem12. Parametric surfaces in En : generalized Gauss map; Appendix 1. List of theorems; Appendix 2. Generalizations; Appendix 3. Developments in minimal surfaces, 1970-1985; References; Additional References; Author Index; Subject Index.</subfield>
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