Obituary -- Report on the Scientific International Relationsof the Research Group of E. Meister -- Curriculum Vitae -- Publications of Erhard Meister -- Supervision of PhD Dissertations -- In Memory of Erhard Meister -- Is Electromagnetism any Use? -- L. Meister How Could it Happen? -- Erhard Meister - Friend and Colleague -- Thank You - Erhard -- Our First Visit to Oberwolfach -- Our Meetings with Erhard Meister -- Some Canadian Collaboration -- Reminiscenses of Erhard Meister at Saarbrücken and Berlin -- More than Forty Years with Erhard Meister -- Remembering Erhard Meister -- The Family Man -- Recalling Meetings with Erhard Meister -- A View from Scotland -- The Lisbon Connection -- Prof. Meister's Relations to Freiberg -- Quasistatic Problems in Viscoplasticity Theory I:Models with Linear Hardening -- Wiener-Hopf Determinants with Fisher-Hartwig Symbols -- Convolution Type Operators with Symbols Generated by Slowly Oscillating and Piecewise Continuous Matrix Functions -- Asymptotically Good Pseudomodes for Toeplitz Matrices and Wiener-Hopf Operators -- Crack-type Boundary Value Problems of Electroelasticity -- On a Class of Wedge Diffraction Problems Posted by Erhard Meister -- Corner Singularities of Maxwell Interface and Eddy Current Problems -- On Some Aspects of the Analysis of Incompressible Flow Through Cascades of Profiles -- On Inversion of Convolution Integral Operators on a Finite Interval -- Some Algebras of Functions with Fourier Coefficients in Weighted Orlicz Sequence Spaces -- Invertibility at Infinity of Band-Dominated Operators on the Space of Essentially Bounded Functions -- Half Plane Diffraction Problems Using Alternative Integral Representations -- The Integral Equation Method for Dipole Equilibrium -- Characterization of Multipliers in Pairs of Besov Spaces -- Boundary Variational Inequalities in the Theory of Interface Crack Problems -- Limiting Absorption Principle for a Class of Difference Equations -- Fredholmness of Convolution Type Operators -- The Distribution of Eigenvalues of Some Fractal Elliptic Operators and Weyl Measures.