Bert-Wolfgang Schulze ist emeritierter Professor am Institut für Mathematik an der Universität Potsdam, Deutschland. Vor der politischen Wende war er Professor am Karl-Weierstrass-Institut in Berlin, 1984 Euler-Medaille der Akademie der Wisenschaften in Berlin. 1992-96 war er Leiter der Max-Planck-Arbeitsgruppe 'Partielle Differentialgleichungen und Komplexe Analysis' in Potsdam. Nach anfänglichem Studium in Geophysik erhielt er sein Universitätsdiplom in Mathematik in Leipzig 1968. Die Promotion zum Dr. rer.nat. 1970 und die Habilitation in Mathematik 1974 erfolgten an der Universität Rostock. Seine wissenschaftlichen Aktivitäten umfassen Potentialtheorie, Randwert-Probleme, pseudo-differentielle Algebren und Index-Theorie auf berandeten Mannigfaltgikeiten und Räumen mit Singularitäten, darunterTransmissions- und Riss Probleme, Asymptotik von Lösungen, Randwert-Theorie mit globalen Projektionsbedingungen.
Inhaltsangabe
Wave Maps and Ill-posedness of their Cauchy Problem.- On the Global Behavior of Classical Solutions to Coupled Systems of Semilinear Wave Equations.- Decay and Global Existence for Nonlinear Wave Equations with Localized Dissipations in General Exterior Domains.- Global Existence in the Cauchy Problem for Nonlinear Wave Equations with Variable Speed of Propagation.- On the Nonlinear Cauchy Problem.- Sharp Energy Estimates for a Class of Weakly Hyperbolic Operators.
From the contents: Preface.- Wave Maps and Ill-posedness of their Cauchy Problem (P. D'Ancona and V. Georgiev).- On the Global Behaviour of Classical Solutions to Coupled Systems of Semilinear Wave Equations (H. Kubo and M. Ohta).- Decay and Global Existence for Nonlinear Wave Equations with Localized Dissipations in General Exterior Domains (M. Nakao).- Global Existence in the Cauchy Problem for Nonlinear Wave Equations with Variable Speed of Propagation (K. Yagdjian).- On the Nonlinear Cauchy Problem (M. Cicognani and L. Zanghirati).- Sharp Energy Estimates for a Class of Weakly Hyperbolic Operators (M. Dreher and I. Witt).
Wave Maps and Ill-posedness of their Cauchy Problem.- On the Global Behavior of Classical Solutions to Coupled Systems of Semilinear Wave Equations.- Decay and Global Existence for Nonlinear Wave Equations with Localized Dissipations in General Exterior Domains.- Global Existence in the Cauchy Problem for Nonlinear Wave Equations with Variable Speed of Propagation.- On the Nonlinear Cauchy Problem.- Sharp Energy Estimates for a Class of Weakly Hyperbolic Operators.
From the contents: Preface.- Wave Maps and Ill-posedness of their Cauchy Problem (P. D'Ancona and V. Georgiev).- On the Global Behaviour of Classical Solutions to Coupled Systems of Semilinear Wave Equations (H. Kubo and M. Ohta).- Decay and Global Existence for Nonlinear Wave Equations with Localized Dissipations in General Exterior Domains (M. Nakao).- Global Existence in the Cauchy Problem for Nonlinear Wave Equations with Variable Speed of Propagation (K. Yagdjian).- On the Nonlinear Cauchy Problem (M. Cicognani and L. Zanghirati).- Sharp Energy Estimates for a Class of Weakly Hyperbolic Operators (M. Dreher and I. Witt).
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