Jost, Jürgen - Max-Planck-Institut für Mathematik in den Naturwissenschaften

• Corrections for "Two dimensional geometric variational problems" p. 2 (1.1.3) R
• SOME ASPECTS OF THE GLOBAL GEOMETRY OF ENTIRE SPACELIKE SUBMANIFOLDS
• The two-vortex Chern-Simons Higgs model on compact Riemann surfaces
• Representations of fundamental groups of algebraic manifolds and their restrictions to
• On the notion of complexity Jurgen Jost
• BERNSTEIN TYPE THEOREMS FOR HIGHER CODIMENSION Max Planck Institute for
• Evolving networks with distance preferences J. Jost 1;2 \Lambda and M. P. Joy 1 y
• SELF DUALITY EQUATIONS FOR GINZBURG-LANDAU AND SEIBERG-WITTEN TYPE
• EXISTENCE RESULTS FOR MEAN FIELD EQUATIONS Weiyue Ding, J urgen Jost, Jiayu Li and Guofang Wang
• Vanishing Theorems for L 2 -Cohomology Groups
• External and internal complexity of complex adaptive systems
• Max-Planck-Institute for Mathematics in the Sciences -Leipzig
• Multiplicity results for the two-vortex Chern-Simons Higgs model on the two-sphere
• A Riemannian Version of Korn's Inequality Wenyi Chen Jurgen Jost
• Nonlinear Dirichlet Forms Jurgen Jost
• Arakelov type inequalities for Hodge bundles over algebraic varieties Part I: Hodge bundles over algebraic curves
• A Bernstein Theorem for Special Lagrangian Jurgen Jost
• Variational Problems from Physics and Geometry Jurgen Jost
• The di erential equation 4u = 8 8 he u on a compact Riemann surface
• Vanishing theorems for L 2 cohomology on in nite coverings of compact Kahler manifolds
• (Revised version) ANALYTIC ASPECTS OF THE TODA SYSTEM: I.
• Maps With Prescribed Tension Fields Wenyi Chen Jurgen Jost
• Modeling Prosopagnosia: Computational Theory and Experimental Investigations
• 0 1 X = (X1, . . . , Xp)t
• Kahler manifolds and fundamental groups of negatively -pinched manifolds
• Reflexive Expectation Formation Timo Ehrig
• A Bernstein Theorem for Special Lagrangian Jurgen Jost
• Diplomarbeit Modellierung eines rekurrenten
• Formal aspects of the emergence of institutions Jurgen Jost
• Max-Planck-Institut fur Mathematik
• Dynamical Networks Jurgen Jost
• Mathematical Methods in Biology and Neurobiology
• On the emergence of complex systems on the basis of the coordination of complex behaviors of
• Heat flow for horizontal harmonic maps into a class of Carnot-Caratheodory spaces
• SOME ASPECTS OF THE GLOBAL GEOMETRY OF ENTIRE SPACE-LIKE SUBMANIFOLDS
• The First L2 -Betti Number of Certain
• j. differential geometry 52 (1999) 1-39
• Novikov-Morse Theory for Dynamical Systems II Jurgen Jost
• On the Synchronization of Networks with Prescribed Degree Distributions
• Spectral Properties and Synchronization in Coupled Map Lattices
• This article was originally published in a journal published by Elsevier, and the attached copy is provided by Elsevier for the
• submitted to Medical Physics accepted for publication on Sep 2, 2009
• Properties of informative Gabor Wavelets Spatial scales
• Evolving networks with distance preferences J. Jost1;2 and M. P. Joy1 y
• fur Mathematik in den Naturwissenschaften
• Individual strategies in complementarity games and population dynamics