4.4 Koopmans spectral functionals: implementation in periodic boundary conditions

*Nicola Colonna* Date: August 31, 2023[slides][{"0":"00:00:00.000","1":"00:00:22.720","2":"6565f73be4b0c3a3247c77df","3":"0.0","isRemoved":false},{"0":"00:00:22.720","1":"00:02:41.320","2":"6565f73be4b0c3a3247c77e1","3":"22.72","isRemoved":false},{"0":"00:02:41.320","1":"00:03:27.040","2":"6565f73be4b0c3a3247c77e3","3":"161.32","isRemoved":false},{"0":"00:03:27.040","1":"00:04:02.840","2":"6565f73be4b0c3a3247c77e5","3":"207.04","isRemoved":false},{"0":"00:04:02.840","1":"00:05:02.760","2":"6565f73be4b0c3a3247c77e7","3":"242.84","isRemoved":false},{"0":"00:05:02.760","1":"00:06:40.160","2":"6565f73be4b0c3a3247c77e9","3":"302.76","isRemoved":false},{"0":"00:06:40.160","1":"00:08:04.640","2":"6565f73be4b0c3a3247c77eb","3":"400.16","isRemoved":false},{"0":"00:08:04.640","1":"00:08:47.640","2":"6565f73be4b0c3a3247c77ed","3":"484.64","isRemoved":false},{"0":"00:08:47.640","1":"00:10:51.520","2":"6565f73be4b0c3a3247c77ef","3":"527.64","isRemoved":false},{"0":"00:10:51.520","1":"00:11:58.080","2":"6565f73be4b0c3a3247c77f1","3":"651.52","isRemoved":false},{"0":"00:11:58.080","1":"00:13:52.520","2":"6565f73be4b0c3a3247c77f3","3":"718.08","isRemoved":false},{"0":"00:13:52.520","1":"00:15:37.360","2":"6565f73be4b0c3a3247c77f5","3":"832.52","isRemoved":false},{"0":"00:15:37.360","1":"00:16:31.640","2":"6565f73be4b0c3a3247c77f7","3":"937.36","isRemoved":false},{"0":"00:16:31.640","1":"00:18:09.920","2":"6565f73be4b0c3a3247c77f9","3":"991.64","isRemoved":false},{"0":"00:18:09.920","1":"00:18:36.120","2":"6565f73be4b0c3a3247c77fb","3":"1089.92","isRemoved":false},{"0":"00:18:36.120","1":"00:20:01.120","2":"6565f73be4b0c3a3247c77fd","3":"1116.1200000000003","isRemoved":false},{"0":"00:20:01.120","1":"00:21:02.000","2":"6565f73be4b0c3a3247c77ff","3":"1201.1200000000003","isRemoved":false},{"0":"00:21:02.000","1":"00:21:41.880","2":"6565f73be4b0c3a3247c7801","3":"1262.0","isRemoved":false},{"0":"00:21:41.880","1":"00:22:37.680","2":"6565f73be4b0c3a3247c7803","3":"1301.88","isRemoved":false},{"0":"00:22:37.680","1":"00:23:55.800","2":"6565f73be4b0c3a3247c7805","3":"1357.68","isRemoved":false},{"0":"00:23:55.800","1":"00:25:38.720","2":"6565f73be4b0c3a3247c7807","3":"1435.8","isRemoved":false},{"0":"00:25:38.720","1":"00:26:05.560","2":"6565f73be4b0c3a3247c7809","3":"1538.72","isRemoved":false},{"0":"00:26:05.560","1":"00:26:47.080","2":"6565f73be4b0c3a3247c780b","3":"1565.56","isRemoved":false},{"0":"00:26:47.080","1":"00:27:47.880","2":"6565f73be4b0c3a3247c780d","3":"1607.08","isRemoved":false},{"0":"00:27:47.880","1":"00:28:47.880","2":"6565f73be4b0c3a3247c780f","3":"1667.88","isRemoved":false},{"0":"00:28:47.880","1":"00:31:35.520","2":"6565f73be4b0c3a3247c7811","3":"1727.88","isRemoved":false},{"0":"00:31:35.520","1":"00:33:50.600","2":"6565f73be4b0c3a3247c7813","3":"1895.52","isRemoved":false},{"0":"00:33:50.600","1":"00:35:08.400","2":"6565f73be4b0c3a3247c782d","3":"2030.6000000000001","isRemoved":false},{"0":"00:35:08.400","1":"00:00:00.000","2":"6565f73be4b0c3a3247c7832","3":"2108.4","isRemoved":false}][endslides]