
Jürgen Jost
Publications
Max Planck Institute for Mathematics in the Sciences
Phone:
+49 (0) 341 - 9959 - 550
Fax:
+49 (0) 341 - 9959 - 555
Address:
Inselstr. 22
04103 Leipzig
Germany
Geometry, the calculus of variations and geometric analysis
1. Textbooks and monographs
-
Jost, Jürgen: Partial differential equationsSecond edition. - New York, NY : Springer, 2007. - XIII, 356 p.(Graduate texts in mathematics ; 214)ISBN 978-0-387-49318-3 ISBN 978-0-387-49319-0 ISBN 0-387-49319-0 ISBN 0-387-49318-2[DOI]
-
Jost, Jürgen: Partial differential equationsNew York, NY : Springer, 2002. - XII, 325 p.(Graduate texts in mathematics ; 214)ISBN 0-387-95428-7
-
Jost, Jürgen: Partial differential equationsSecond edition, reprint for sale in the Mainland China. - New York, NY : Springer, 2007. - XIII, 356 p.(Graduate texts in mathematics ; 214)ISBN 978-0-387-49318-3 ISBN 978-0-387-49319-0 ISBN 0-387-49319-0 ISBN 0-387-49318-2
-
Jost, Jürgen: Riemannian geometry and geometric analysis5. edition. - Berlin [u. a.] : Springer, 2008. - IX, 583 p.ISBN 978-3-540-77340-5 ISBN 978-3-540-77341-2[DOI]
-
Jost, Jürgen: Riemannian geometry and geometric analysis4. edition. - Berlin [u. a.] : Springer, 2005. - XIV, 566 p.(Universitext)ISBN 3-540-25907-7 ISBN 978-3-540-25907-7 ISBN 978-3-540-28891-6 ISBN 3-540-25907-4[DOI]
-
Jost, Jürgen: Riemannian geometry and geometric analysis3. edtion. - Berlin [u. a.] : Springer, 2002. - XIII, 532 p.(Universitext)ISBN 3-540-42627-2
-
Jost, Jürgen: Riemannian geometry and geometric analysis2. edition. - Berlin [u. a.] : Springer, 1998. - XIII, 455 p.(Universitext)ISBN 3-540-63654-4
-
Jost, Jürgen: Riemannian geometry and geometric analysisBerlin [u. a.] : Springer, 1995. - XI, 401 p.(Universitext)ISBN 3-540-57113-2 ISBN 0-387-57113-2
-
Jost, Jürgen: Riemannian geometry and geometric analysis4. edition. - Bejing : World Books Pub. Corp., 2008. - XIV, 566 p.(Universitext)ISBN 978-7-5062-9192-7 ISBN 7-5062-9192-4
-
Jost, Jürgen and Xianqing Li-Jost: Calculus of variationsCambridge [u. a.] : Cambridge University Press, 1998. - XVI, 323 p.(Cambridge studies in advanced mathematics ; 64)ISBN 978-0-521-05712-7 ISBN 0-521-64203-5
-
Jost, Jürgen: Differentialgeometrie und MinimalflächenBerlin [u. a.] : Springer, 1994. - XII, 151 p.ISBN 3-540-56904-9
-
Jost, Jürgen: Compact Riemann surfaces : an introduction to contemporary mathematics2. edition. - Berlin : Springer, 2002. - XVI, 278 p.(Universitext)ISBN 3-540-43299-x
-
Jost, Jürgen: Compact Riemann surfaces : an introduction to contemporary mathematicsBerlin [u. a.] : Springer, 1997. - XIV, 291 p.(Universitext)ISBN 3-540-53334-6
-
Jost, Jürgen: Compact Riemann surfaces : an introduction to contemporary mathematics3. edition. - Bejing : Shi jie tu shu chu ban gong si Beijing gong si, 2009. - XVI, 277 p.(Universitext)ISBN 978-7-5100-0472-8 ISBN 7-5100-0472-1
-
Jost, Jürgen: Postmodern analysis2. edition. - Berlin : Springer, 2003. - XVIII, 367 p.(Universitext)ISBN 3-540-43873-4
-
Jost, Jürgen: Postmodern analysisBerlin : Springer, 1998. - XV, 353 p.(Universitext)ISBN 3-540-63485-1
-
Jost, Jürgen: Posutomodan kaisekigaku : gensho dai 3-hanThird edition. - Tokyo : Springer, 2009. - XII, 395 p.ISBN 978-4-431-10055-3
-
Jost, Jürgen: Posutomodan kaisekigakuTokyo : Springer, 2000. - XI, 418 p.ISBN 978-4-431-10055-3 ISBN 4-431-70871-5
-
Jost, Jürgen (ed.): Nonlinear methods in Riemannian and Kählerian geometry : delivered at the German Mathematical Society seminar in Düsseldorf in June, 1986Basel [u. a.] : Birkhäuser, 1988(DMV Seminar ; 10)ISBN 3-7643-1920-8
2. Harmonic mappings and their generalizations
-
Jost, Jürgen: Riemannian geometry and geometric analysis5. edition. - Berlin [u. a.] : Springer, 2008. - IX, 583 p.ISBN 978-3-540-77340-5 ISBN 978-3-540-77341-2[DOI]
-
Jost, Jürgen: Riemannian geometry and geometric analysis4. edition. - Berlin [u. a.] : Springer, 2005. - XIV, 566 p.(Universitext)ISBN 3-540-25907-7 ISBN 978-3-540-25907-7 ISBN 978-3-540-28891-6 ISBN 3-540-25907-4[DOI]
-
Jost, Jürgen: Riemannian geometry and geometric analysis3. edtion. - Berlin [u. a.] : Springer, 2002. - XIII, 532 p.(Universitext)ISBN 3-540-42627-2
-
Jost, Jürgen: Riemannian geometry and geometric analysis2. edition. - Berlin [u. a.] : Springer, 1998. - XIII, 455 p.(Universitext)ISBN 3-540-63654-4
-
Jost, Jürgen: Riemannian geometry and geometric analysisBerlin [u. a.] : Springer, 1995. - XI, 401 p.(Universitext)ISBN 3-540-57113-2 ISBN 0-387-57113-2
-
Jost, Jürgen: Riemannian geometry and geometric analysis4. edition. - Bejing : World Books Pub. Corp., 2008. - XIV, 566 p.(Universitext)ISBN 978-7-5062-9192-7 ISBN 7-5062-9192-4
-
Jost, Jürgen (ed.): Nonlinear methods in Riemannian and Kählerian geometry : delivered at the German Mathematical Society seminar in Düsseldorf in June, 1986Basel [u. a.] : Birkhäuser, 1988(DMV Seminar ; 10)ISBN 3-7643-1920-8
Topics
Existence, uniqueness and regularity of harmonic mappings between Riemannian manifolds
conformal invariance and harmonic maps from Riemann surfaces
harmonic maps and Bernstein type theorems
Hermitian and affine harmonic maps
generalized harmonic mappings between (possibly not locally compact) metric spaces, existence and regularity
Dirac harmonic mappings, existence and regularity
3. Minimal surfaces and submanifolds
-
Jost, Jürgen: Differentialgeometrie und MinimalflächenBerlin [u. a.] : Springer, 1994. - XII, 151 p.ISBN 3-540-56904-9
Topics
Minimal surfaces of varying topological type
free boundary problems
unstable minimal surfaces
minimal varifolds
Bernstein theorems
4. Kähler and algebraic geometry; group representations, nonabelian Hodge theory; Teichmüller theory and moduli spaces
Topics
Rigidity results for Kähler manifolds and group representations
Margulis type superrigidity and generalizations
harmonic mappings between noncompact varieties
curvature of moduli spaces
harmonic map techniques
applications for generalized harmonic maps
5. Variational problems from quantum field theory and other areas of theoretical physics
Topics
Ginzburg-Landau
Chern-Simons-Higgs
Seiberg-Witten
nonlinear supersymmetric sigma model
super Liouville
Dirac-harmonic
6. Information geometry
7. General surveys
8. Applications to image analysis
9. Other
Topics
Conformal geometry
Green functions
...





