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Christian Mollet
Christian Mollet
Verified email at math.uni-koeln.de - Homepage
Title
Cited by
Cited by
Year
Stability of Petrov–Galerkin discretizations: Application to the space-time weak formulation for parabolic evolution problems
C Mollet
Computational Methods in Applied Mathematics 14 (2), 231-255, 2014
352014
Parabolic PDEs in Space-Time Formulations: Stability for Petrov-Galerkin Discretizations with B-Splines and Existence of Moments for Problems with Random Coefficients
C Mollet
Universität zu Köln, 2016
72016
Excitonic eigenstates of disordered semiconductor quantum wires: adaptive wavelet computation of eigenvalues for the electron-hole Schrödinger equation
C Mollet, A Kunoth, T Meier
Communications in Computational Physics 14 (1), 21-47, 2013
62013
Excitonic Eigenstates in Disordered Semiconductor Quantum Wires: Adaptive Computation of Eigenvalues for the Electronic Schrödinger Equation Based on Wavelets
C Mollet
Shaker-Verlag, DOI 10, 2011
62011
Quasi-optimality of Petrov-Galerkin discretizations of parabolic problems with random coefficients
S Larsson, C Mollet, M Molteni
arXiv preprint arXiv:1604.06611, 2016
52016
Efficient application of nonlinear stationary operators in adaptive wavelet methods—the isotropic case
C Mollet, R Pabel
Numerical Algorithms 63, 615-643, 2013
42013
Uniform Stability of Petrov-Galerkin Discretizations of Boundedly Invertible Operators: Application to the Space-Time Weak Formulation for Parabolic Evolution Problems
C Mollet
Comput. Methods Appl. Math 14 (2), 135-303, 2014
22014
Wavelet-based adaptive computations of the excitonic eigenstates of disordered semiconductor quantum wires
C Mollet, T Meier, A Kunoth, DN Chigrin
AIP Conference Proceedings-American Institute of Physics 1398 (1), 156, 2011
12011
A numerical adaptive wavelet approach to excitonic absorption spectra of disordered semiconductor nanostructures
C Mollet, A Kunoth, T Meier
Verhandlungen der Deutschen Physikalischen Gesellschaft, 2010
2010
b) Iterative Methoden mit Wavelet-Vorkonditionierung.([2, Kapitel 4.3/4.4]) Termin: 7.1./8.1.• Projekt 3: Sattelpunktsproblem. a) Transformation von elliptischen PDEs mit nicht …
A Kunoth, C Mollet
ADAPTIVE CALCULATION OF EXCITONIC EIGENSTATES IN DISORDERED SEMICONDUCTOR QUANTUM WIRES BASED ON WAVELETS
C MOLLET
OPTICAL ABSORPTION IN DISORDERED SEMICONDUCTOR QUANTUM WIRES: AN ADAPTIVE WAVELET APPROACH
C MOLLET
Uniform LBB-condition of the space-time weak formulation for parabolic evolution problems in a multiscale framework
C MOLLET
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