# Input file for NRG Ljubljana, Rok Zitko, rok.zitko@ijs.si, 2005-2012
# symtype 	QS
# $Id: initial.m,v 1.1 2012/05/15 09:58:19 rokzitko Exp rokzitko $
# Using sneg version 	1.233
# Model: 	../model.m	 Variant: 		 Channels: 	1
# U=	0.5	 Gamma=	0.03	 Delta=	0.	 t=	0.
#	 extraepsilon=	-0.15
# Gamma^(1/2)=	0.13819765978853418
# Lambda=	4.	 BAND=	flat
# DISCRETIZATION=	Z	 z=	0.5
# ops=	A_d self_d
#!7
# Number of channels, impurities, subspaces: 
1	1	6
# SCALE 	2.164042561333445
# Energies (GS energy subtracted, multiplied by 1/SCALE):
-2	1
1
0.15493398087766153
-1	2
2
0.04761752483136593	0.1929357188679626
0	1
3
0.	0.18864451565464338	0.29926233299700616
0	3
1
0.08561926282166699
1	2
2
0.06344415518146532	0.2695287125925226
2	1
1
0.24735360495232095
# Irreducible matrix elements for Wilson chains:
f 0 0
6
2	1	1	2
-0.4639008210756433	-1.3359625848822805
1	2	0	3
-1.156977537013579
0.40174989588796656
1	2	0	1
-0.6490415704712675	0.3611162420545697	0.04627194045250527
-0.09307288795097701	0.37610010007422223	-0.8922360446114925
0	3	-1	2
0.8593561021993052	0.5113776389448578
0	1	-1	2
-1.0553711204544476	0.1623476293884057
-0.33202919326211305	1.1601914340826696
0.19353424127335073	0.60505536432656
-1	2	-2	1
-0.5113776389448578
0.8593561021993052
# GS energy in absolute units:
e
-0.3352837288160816
# Irreducible matrix elements for other operators:
dA_d
6
2	1	1	2
-1.3359625848822805	0.4639008210756433
1	2	0	3
0.40174989588796656
1.156977537013579
1	2	0	1
-0.6448062549676725	-0.70797465533683	-0.17086775004838445
-0.392819768956732	0.4763566540411103	0.415425035615575
0	3	-1	2
0.5113776389448578	-0.8593561021993052
0	1	-1	2
0.7869318659031623	-0.4904827048621148
-0.7332357282015305	-0.07796036166976489
0.7626247541891902	1.0074006094162744
-1	2	-2	1
0.8593561021993052
0.5113776389448578
dself_d
6
2	1	1	2
-0.46758690470879816	0.16236528737647515
1	2	0	3
0.1406124635607883
0.40494213795475265
1	2	0	1
0.0011668019419588394	0.14191246098188529	0.08080265431787857
-0.21625816202722742	0.031403812004834136	0.09657448418008255
0	3	-1	2
-0.07670664584172866	0.12890341532989577
0	1	-1	2
0.06475936226008792	0.18235081955835286
-0.1778893888761347	-0.159611774173543
0.3885566405121527	0.14818092856512557
-1	2	-2	1
-0.12890341532989577
-0.07670664584172866
# Discretization tables:
z
27
0.58323676374388926717
1.0051279677701654866
1.1598798385657556649
1.0514561866303990617
1.0092748627012164335
1.0019706562033108362
1.0004753774181627886
1.0001179080876430607
1.000029420471390467
1.0000073516105024514
1.0000018376838258389
1.0000004594072878219
1.0000001148509677646
1.0000000287126885558
1.0000000071781688024
1.0000000017945419921
1.000000000448635485
1.0000000001121588704
1.0000000000280397176
1.0000000000070099294
1.0000000000017524823
1.0000000000004381206
1.0000000000001095301
1.0000000000000273825
1.0000000000000068456
1.0000000000000017114
1.0000000000000004279
1.000000000000000107
27
0.e-999
0.e-998
0.e-998
0.e-997
0.e-996
0.e-995
0.e-994
0.e-993
0.e-992
0.e-991
0.e-990
0.e-989
0.e-988
0.e-988
0.e-987
0.e-986
0.e-985
0.e-984
0.e-983
0.e-982
0.e-981
0.e-980
0.e-979
0.e-978
0.e-977
0.e-977
0.e-976
0.e-975
