Friedrich-Schiller-Universität Jena
Faculty of Mathematics and Computer Science


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1997

97-01
Haroske, D.: Some limiting embeddings in weighted function spaces and related entropy numbers. , Analysis

97-02
Cross, R.; Shevchyk, V.: Disjointness of operator ranges in Banach spaces , Analysis

97-03
Shevchyk, V.: Spectral properties of some semi-elliptic operators in $L_p$ spaces , Analysis

97-04
Leopold, H.G.; Schrohe, E.: Invariance of the $L_p$ spectrum for hypoelliptic operators. , Analysis

97-05
Leopold, Hans-Gerd: Embedding of function spaces of variable order of differentiation in function spaces of variable order of integration , Analysis

97-06
Runovskii, K.V.; Sickel, W.: Marcinkiewicz-Zygmund-type inequalities, trigonometric interpolation on non-uniform grids and unconditional Schauder bases in Besov spaces on the torus , Analysis

97-07
Sickel, W.: Necessary conditions on composition operators acting on Sobolev spaces of fractional order. The critical case $1 < s < n/p$. , Analysis

97-08
Sickel, W.; Youssfi, A.: The characterisation of the regularity of the Jacobian determinant in the framework of potential spaces , Analysis

97-09
Sickel, W.; Youssfi, A.: The Characterization of the Regularity of the Jacobian Determinant in the framework of Bessel Potential Spaces on Domains , Analysis

97-10
Farkas, W.: An imbedding result for generalized Orlicz - Sobolev spaces , Analysis

97-11
Johnsen, J.; Runst, Th.: Semi-linear boundary problems of composition type in $L_p$-related spaces. , Analysis

97-12
Johnsen, J.; Runst, Th.: Semi-linear boundary problems of composition type in $L_p$-related spaces. , Analysis

97-13
Runst, Th.: Singularity theory in quasi-Banach spaces with applications to semilinear elliptic equations II. , Analysis

97-14
Runst, Th.; Youssfi, A.: The Jacobian determinant equation on Besov-Triebel-Lizorkin spaces , Analysis

97-15
Runst, Th.: A unified approach to solvability conditions for semilinear elliptic boundary value problems at resonance , Analysis

97-16
Runst, Th.: Generalised Landesman-Lazer conditions for semilinear elliptic boundary value problems at resonance with nonlinearities of superlinear growth , Analysis

97-17
Skrzypczak, L.: Besov spaces on symmetric manifolds - the atomic decomposition. , Analysis


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28-Feb-2013, Math-Net Projekt in Jena