Traditional plane wave G0W0 calculation size is limited by two bottlenecks : the need to invert a large matrix (the dielectric matrix) and the need to carry out summations over a large number of electronic states (conduction states). The first bottleneck is caused by the choice of the basis in which the dielectric matrix is represented : traditional G0W0 implementations use a plane wave basis, which needs to be relatively large to properly describe the matrix. This talk will explain how a Lanczos basis can be generated to substantially reduce the size of the matrix. Also, the number of conduction bands needed to reach convergence in the summations is usually an order of magnitude larger than the number of valence bands. Here, the calculatio...
We propose accurate computable error bounds for quantities of interest in plane-wave electronic stru...
Among the electronic structure methods for determining the electronic, structural, dynamic, magnetic...
We report a performance comparison of two linear-scaling methods which avoid the diagonalization bot...
Traditional plane wave G0W0 calculation size is limited by two bottlenecks : the need to invert a la...
Traditional plane wave G0W0 calculation size is limited by two bottlenecks : the need to invert a la...
The G0W0 approach is an accurate method to give a physical meaning to the eigenvalues obtained in ad...
We present a $G_0W_0$ implementation that assesses the two major bottlenecks of traditional plane-wa...
G0W0 corrections to DFT band structures are a popular way to go beyond the accuracy DFT is able to p...
G0W0 corrections to DFT band structures are a popular way to go beyond the accuracy DFT is able to p...
: Recently, it was shown that the calculation of quasiparticle energies using the G0W0 approximation...
Density-functional theory (DFT) is currently the ab initio method most widely used to predict electr...
We present a systematic study of the performance of numerical pseudo-atomic orbital basis ...
International audienceWe propose accurate computable error bounds for quantities of interest in plan...
Many-body perturbation theory in the GW approximation is currently the most accurate and robust firs...
The GW approximation to the electronic self-energy yields band structures in excellent agreement wit...
We propose accurate computable error bounds for quantities of interest in plane-wave electronic stru...
Among the electronic structure methods for determining the electronic, structural, dynamic, magnetic...
We report a performance comparison of two linear-scaling methods which avoid the diagonalization bot...
Traditional plane wave G0W0 calculation size is limited by two bottlenecks : the need to invert a la...
Traditional plane wave G0W0 calculation size is limited by two bottlenecks : the need to invert a la...
The G0W0 approach is an accurate method to give a physical meaning to the eigenvalues obtained in ad...
We present a $G_0W_0$ implementation that assesses the two major bottlenecks of traditional plane-wa...
G0W0 corrections to DFT band structures are a popular way to go beyond the accuracy DFT is able to p...
G0W0 corrections to DFT band structures are a popular way to go beyond the accuracy DFT is able to p...
: Recently, it was shown that the calculation of quasiparticle energies using the G0W0 approximation...
Density-functional theory (DFT) is currently the ab initio method most widely used to predict electr...
We present a systematic study of the performance of numerical pseudo-atomic orbital basis ...
International audienceWe propose accurate computable error bounds for quantities of interest in plan...
Many-body perturbation theory in the GW approximation is currently the most accurate and robust firs...
The GW approximation to the electronic self-energy yields band structures in excellent agreement wit...
We propose accurate computable error bounds for quantities of interest in plane-wave electronic stru...
Among the electronic structure methods for determining the electronic, structural, dynamic, magnetic...
We report a performance comparison of two linear-scaling methods which avoid the diagonalization bot...