# 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: 	SIAM	 Variant: 		 Channels: 	1
# U=	0.01	 Gamma=	0.0006	 Delta=	0	 t=	0.
#
# Gamma^(1/2)=	0.019544100476116797
# Lambda=	3.	 BAND=	flat
# DISCRETIZATION=	Z	 z=	0.5
# ops=	n_d n_d^2 n_d_ud flm hop0
#!7
# Number of channels, impurities, subspaces: 
1	1	6
# SCALE 	1.8204784532536744
# Energies (GS energy subtracted, multiplied by 1/SCALE):
-2	1
1
0.02288852509355384
-1	2
2
0.010692090434632356	0.032338429030805055
0	1
3
0.	0.022888525093553845	0.04303051946543739
0	3
1
0.020141994371883565
1	2
2
0.010692090434632357	0.032338429030805055
2	1
1
0.02288852509355384
# Irreducible matrix elements for Wilson chains:
f 0 0
6
2	1	1	2
-0.9344078341701189	-1.06154698409515
1	2	0	3
-0.9193266555371552
0.8092209218865198
1	2	0	1
-0.7067520438079395	0.4672039170850593	0.022395280156774056
-0.022395280156774056	0.5307734920475748	-0.7067520438079395
0	3	-1	2
0.7506270710018086	0.660726115935526
0	1	-1	2
-0.9994983255880918	0.031671708930854525
-0.6607261159355261	0.7506270710018088
0.031671708930855025	0.999498325588092
-1	2	-2	1
-0.660726115935526
0.7506270710018086
# GS energy in absolute units:
e
-0.03666806675957081
# Irreducible matrix elements for other operators:
sn_d
6
-2	1	-2	1
0.
-1	2	-1	2
0.5634409997207542	0.4959589091390853
0.4959589091390853	0.43655900027924616
0	1	0	1
1.0000000000000002	-0.684168288658271	-5.551115123125783e-17
-0.684168288658271	0.9999999999999996	-0.7293241753804768
-5.551115123125783e-17	-0.7293241753804768	1.
0	3	0	3
1.
1	2	1	2
1.4365590002792465	0.4959589091390853
0.4959589091390853	1.5634409997207546
2	1	2	1
2.
sn_d_ud
6
-2	1	-2	1
0.
-1	2	-1	2
0.	0.
0.	0.
0	1	0	1
0.23404312360279367	-0.3420841443291355	0.24949023647358287
-0.3420841443291355	0.4999999999999998	-0.3646620876902384
0.24949023647358287	-0.3646620876902384	0.2659568763972064
0	3	0	3
0.
1	2	1	2
0.43655900027924616	0.4959589091390853
0.4959589091390853	0.5634409997207542
2	1	2	1
1.
sflm
6
-2	1	-2	1
0.
-1	2	-1	2
0.5634409997207542	0.4959589091390853
0.4959589091390853	0.43655900027924616
0	1	0	1
0.5319137527944129	3.289456998437842e-17	-0.4989804729471658
3.289456998437842e-17	2.034263503759017e-33	-3.0857912588213857e-17
-0.4989804729471658	-3.0857912588213857e-17	0.46808624720558734
0	3	0	3
1.
1	2	1	2
0.5634409997207542	-0.4959589091390853
-0.4959589091390853	0.43655900027924616
2	1	2	1
0.
sn_d^2
6
-2	1	-2	1
0.
-1	2	-1	2
0.5634409997207542	0.4959589091390853
0.4959589091390853	0.43655900027924616
0	1	0	1
1.4680862472055876	-1.368336577316542	0.4989804729471657
-1.368336577316542	1.9999999999999991	-1.4586483507609536
0.4989804729471657	-1.4586483507609536	1.5319137527944129
0	3	0	3
1.
1	2	1	2
2.309677000837739	1.487876727417256
1.487876727417256	2.6903229991622633
2	1	2	1
4.
shop0
6
-2	1	-2	1
0.
-1	2	-1	2
-0.9919178182781706	0.12688199944150808
0.12688199944150808	0.9919178182781706
0	1	0	1
-1.9959218917886627	-3.3306690738754696e-16	-0.1276550111776512
-3.856008219456923e-16	-3.697785493223493e-32	2.380426147459643e-16
-0.12765501117765143	1.1102230246251565e-16	1.995921891788663
0	3	0	3
0.
1	2	1	2
-0.9919178182781706	-0.12688199944150808
-0.12688199944150808	0.9919178182781706
2	1	2	1
0.
# Discretization tables:
z
43
0.58640335646773507427
0.92793803886910952502
1.1294419778969426744
1.0646002027093240679
1.0147014729072064905
1.0036068379254234119
1.0010906780503055465
1.0003537168158616539
1.0001168930795322495
1.0000388543050878253
1.0000129392909119509
1.0000043117506755345
1.0000014371007490723
1.0000004790169787156
1.0000001596704814689
1.0000000532232888542
1.0000000177410735107
1.0000000059136886398
1.0000000019712292654
1.0000000006570763906
1.0000000002190254601
1.0000000000730084863
1.0000000000243361621
1.000000000008112054
1.000000000002704018
1.0000000000009013393
1.0000000000003004464
1.0000000000001001488
1.0000000000000333829
1.0000000000000111276
1.0000000000000037092
1.0000000000000012364
1.0000000000000004121
1.0000000000000001374
1.0000000000000000458
1.0000000000000000153
1.0000000000000000051
1.0000000000000000017
1.0000000000000000006
1.0000000000000000002
1.0000000000000000001
1.
1.
1.
43
0.e-999
0.e-998
0.e-997
0.e-997
0.e-996
0.e-995
0.e-994
0.e-993
0.e-992
0.e-991
0.e-991
0.e-990
0.e-989
0.e-988
0.e-987
0.e-986
0.e-985
0.e-984
0.e-983
0.e-983
0.e-982
0.e-981
0.e-980
0.e-979
0.e-978
0.e-977
0.e-976
0.e-975
0.e-975
0.e-974
0.e-973
0.e-972
0.e-971
0.e-970
0.e-969
0.e-968
0.e-968
0.e-967
0.e-966
0.e-965
0.e-964
0.e-963
0.e-962
0.e-961
