@misc{SauvignySchulzStroehmeretal., author = {Sauvigny, Friedrich and Schulz, Friedmar and Str{\"o}hmer, Gerhard and Friedrich, Tomi}, title = {Professor Heinz on the occasion of his 85th birthday}, language = {en} } @incollection{Sauvigny, author = {Sauvigny, Friedrich}, title = {Global C hoch (2+alpha)- estimates for conformal maps}, series = {Geometric analysis and nonlinear partial differential equations}, booktitle = {Geometric analysis and nonlinear partial differential equations}, edition = {1. Auflage}, publisher = {Springer}, address = {Berlin [u.a.]}, isbn = {978-3-540-44051-2}, pages = {105 -- 115}, language = {en} } @book{Sauvigny, author = {Sauvigny, Friedrich}, title = {Partielle Differentialgleichungen der Geometrie und der Physik 1 - Grundlagen und Integraldarstellungen : unter Ber{\"u}cksichtigung der Vorlesungen von E. Heinz}, publisher = {Springer}, address = {Berlin [u.a.]}, isbn = {3-540-20453-9}, pages = {XII, 417}, abstract = {Dieses zweib{\"a}ndige Lehrbuch stellt das Gesamtgebiet der partiellen Differentialgleichungen - vom elliptischen, parabolischen und hyperbolischen Typ - in zwei und mehreren Ver{\"a}nderlichen vor. In diesem Band werden die Differentialgleichungen mit Integraldarstellungen behandelt, w{\"a}hrend im n{\"a}chsten Band funktionalanalytische L{\"o}sungsmethoden vorgestellt werden.}, language = {de} } @book{Sauvigny, author = {Sauvigny, Friedrich}, title = {Partielle Differentialgleichungen der Geometrie und der Physik 2 - Funktionalanalytische L{\"o}sungsmethoden : unter Ber{\"u}cksichtigung der Vorlesungen von E. Heinz}, publisher = {Springer}, address = {Berlin [u.a.]}, isbn = {3-540-23107-2}, pages = {XII, 350}, abstract = {Dieses zweib{\"a}ndige Lehrbuch stellt das Gesamtgebiet der partiellen Differentialgleichungen - vom elliptischen, parabolischen und hyperbolischen Typ - in zwei und mehreren Ver{\"a}nderlichen vor.W{\"a}hrend im ersten Band Integraldarstellungen im Mittelpunkt standen, werden in diesem Band funktionalanalytische L{\"o}sungsmethoden vorgestellt.}, language = {de} } @article{Sauvigny, author = {Sauvigny, Friedrich}, title = {{\"U}ber nichtlineare elliptische Differentialgleichungssysteme}, language = {de} } @article{Sauvigny, author = {Sauvigny, Friedrich}, title = {Deformation of boundary value problems for surfaces with prescribed mean curvature}, language = {en} } @article{Sauvigny, author = {Sauvigny, Friedrich}, title = {Introduction of isothermal parameters into a Riemannian metric by the continuity method}, language = {en} } @article{SauvignyHildebrandt, author = {Sauvigny, Friedrich and Hildebrandt, Stefan}, title = {Minimal surfaces in a wedge III. Existence of graph solutions and some uniqueness results}, language = {en} } @misc{SauvignyHildebrandt, author = {Sauvigny, Friedrich and Hildebrandt, Stefan}, title = {Minimal surfaces in a wedge IV. H{\"o}lder estimates of the Gauss map and a Bernstein theorem}, series = {Calculus of Variations and Partial Differential Equations}, volume = {8}, journal = {Calculus of Variations and Partial Differential Equations}, number = {1}, issn = {0944-2669}, pages = {71 -- 90}, language = {en} } @article{SauvignyHildebrandt, author = {Sauvigny, Friedrich and Hildebrandt, Stefan}, title = {Minimal surfaces in a wedge II. The edge-creeping phenomenon}, language = {en} } @article{SauvignyHildebrandt, author = {Sauvigny, Friedrich and Hildebrandt, Stefan}, title = {Minimal surfaces in a wedge I. Asymptotic expansions}, language = {en} } @book{Sauvigny, author = {Sauvigny, Friedrich}, title = {Partial Differential Equations 1 - Foundations and Integral Representations}, publisher = {Springer}, address = {Berlin [u.a.]}, isbn = {3-540-34457-8}, pages = {XIV, 437}, abstract = {Integration and differentiation on manifolds, Functional analytic foundations, Brouwer's degree of mapping, Generalized analytic functions, Potential theory and spherical harmonics, Linear partial differential equations}, language = {en} } @book{Sauvigny, author = {Sauvigny, Friedrich}, title = {Partial Differential Equations 2 - Functional Analytic Methods}, publisher = {World Publishing Corporation Beijing Company}, address = {Beijing, China}, isbn = {978-7-5100-3516-6}, language = {en} } @misc{SauvignyHildebrandt, author = {Sauvigny, Friedrich and Hildebrandt, Stefan}, title = {Relative minimizers of energy are relative minimizers of area}, language = {en} } @book{SauvignyDierkesHildebrandt, author = {Sauvigny, Friedrich and Dierkes, Ulrich and Hildebrandt, Stefan}, title = {Minimal Surfaces}, edition = {2. rev. ed}, publisher = {Springer}, address = {Berlin}, isbn = {978-3-642-11715-2}, language = {en} } @misc{Sauvigny, author = {Sauvigny, Friedrich}, title = {Un probl{\`e}me aux limites mixte des surfaces minimales avec une multiple projection plane et le dessin optimal des escaliers tournants}, language = {fr} } @misc{SauvignyHildebrandt, author = {Sauvigny, Friedrich and Hildebrandt, Stefan}, title = {An energy estimate for the difference of solutions for the n-dimensional solution with prescribed mean curvature and removable singularities}, language = {en} } @misc{Sauvigny, author = {Sauvigny, Friedrich}, title = {Mixed Boundary Value Problems for Minimal Graphs on a Riemann Surface and Winding Staircases}, language = {en} } @book{Sauvigny, author = {Sauvigny, Friedrich}, title = {Partial Differential Equations 1 - Foundations and Integral Representations}, publisher = {World Publishing Corporation Beijing Company}, address = {Beijing, China}, isbn = {978-7-5100-3517-3}, language = {en} } @book{Sauvigny, author = {Sauvigny, Friedrich}, title = {Partial Differential Equations 2 - Functional Analytic Methods}, publisher = {Springer}, address = {Berlin [u.a.]}, isbn = {3-540-34461-6}, pages = {XIV, 388}, language = {en} } @book{Sauvigny, author = {Sauvigny, Friedrich}, title = {Partial Differential Equations 1 - Foundations and Integral Representations}, edition = {2. ed.}, publisher = {Springer}, address = {London}, isbn = {978-1-4471-2980-6}, pages = {XV, 447}, language = {en} } @book{Sauvigny, author = {Sauvigny, Friedrich}, title = {Partial Differential Equations 2 - Functional Analytic Methods}, edition = {2. ed.}, publisher = {Springer}, address = {London}, isbn = {978-1-447-12983-7}, pages = {XVI, 453}, language = {en} }