Preprints der Fakultät für Mathematik
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Jahrgang 2011Schriftenreihe der Fakultät für Mathematik
Nr. 725: BUTERIN, S. A., FREILING, G.:
Inverse Scattering Problem for the Sturm-Liouville operator on a noncompact star-type graph
Nr. 726: YURKO, V. A.:
Recovering non-self-adjoint Sturm-Liouville pencils ond the half-line
Nr. 727: FREILING, G., IGNATYEV, M.:
Spectral analysis for Sturm-Liouville operator on sun-type graphs
Nr. 728: YURKO, V. A.:
Singular differential operators on a noncompact spatial networks
Nr. 729: RÖSCH, A., STEINIG, S.:
A priori estimates for a state-constrained elliptic optimal control problem
Nr. 730: YURKO, V. A.:
On the solvability of the inverse problem for non-selfadjoint pencils of Sturm-Liouville operators on the half-line
Nr. 731: YURKO, V. A.:
Spectral analysis of singular Sturm-Liouville differential pencils
Nr. 732: IGNATYEV, M. Y.:
On the solutions of an integrable boundary-value problem for the KDV equation on the semi-axis
Nr. 733: FREILING, G., YURKO, V. A.:
An algorithm for the reconstruction of singular differential pencils from the Weyl function
Nr. 734: FEDOSEEV, A.:
Higher-order differential equations on the half-line having a singularity in an interior point
Nr. 735: MURES AN, M.:
Some remarks on the brachistochrone problem
Nr. 736: NEFF, P., PAULY, D., WITSCH, K.-J.:
An elementary extension of Korn‘s first inequality to H(Curl) motivated by gradient plasticity with plastic spin
Nr. 737: NEFF, P., PAULY, D., WITSCH, K.-J.:
Maxwell meets Korn: A new coercive inequality for tensor fields in \(\mathbb{R}^{N\times N}\) with square-integrable exterior derivative
Nr. 738: LEWINTAN, P.:
The "wrong minimal surface equation" does not have the Bernstein property
Nr. 739: GONSKA, H., HEILMANN, M., LUPAS, A., RASA, I.:
On the composition of positive linear operators III: A non-trivial decomposition ofthe Bernstein operator - Technical report
Nr. 740: GONSKA, H., PRESTIN, J.; TACHEV, G., ZHOU, D. X.:
Simultaneous approximation by Bernstein operators in Hölder norms
Nr. 741: GONSKA, H., RASA, I.:
On infinite products of positive linear operators reproducing linear functions
Nr. 742: GONSKA, H., PRESTIN, J., TACHEV, G.:
New estimate on Hölder approximation by Bernstein operators
Nr. 743: ACU, A. M., GONSKA, H., RASA, I., RUSU, M. D., TACHEV, G.:
Five notes on Grüss type inequalities in approximation theory - 2010/11
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