NRG Ljubljana 2.4.3.34 - (c) Rok Zitko <rok.zitko@ijs.si>
Timestamp: Tue Jan 29 22:58:56 2019
Compiled on Mar 28 2019 at 12:04:50
Compiled-in symmetry types: ANYJ DBLISOSZ DBLSU2 ISO ISO2 ISO2LR ISOLR ISOSZ ISOSZLR NONE P PP QJ QS QSC3 QSLR QST QSTZ QSZ QSZLR QSZTZ SL SL3 SPSU2 SPSU2C3 SPSU2LR SPSU2T SPU1 SPU1LR SU2 U1
No MPI: single node calculation.
[OMP] Max. number of threads: 1
[OMP] Number of processors: 32
[OMP] Dynamic thread adjustment: 0
[OMP] Nested parallelism: 0
Using Intel MKL library 2018.0.3
Processor optimization: Intel(R) Advanced Vector Extensions 2 (Intel(R) AVX2) enabled processors
max_threads=1 blas_max_threads=1 dynamic=1
workdir=.
substeps=0
Ninit=0
Lambda=4
strategy=kept
lastall=1
lastalloverride=0
z=0.75
discretization=Z
band=asymode
bandrescale=1
betabar=1
T=1e-08
keep=5000
keepenergy=8
keepmin=200
log=
logall=0
logenumber=10
smooth=old
alpha=0.3
omega0=-1
omega0_ratio=1
brcut=0
loggauss_b=0.3
gauss_b=0.1
limitLL=0
eta=0
finite=0
bins=300
accumulation=0
linstep=0
discard_trim=1e-16
discard_immediately=1e-16
NN1=0
NN2even=1
NN2avg=0
NNtanh=0
goodE=2
savebins=1
broaden=0
broaden_max=2
broaden_min=1e-06
broaden_min_ratio=3
broaden_ratio=1.01
dumpenergies=0
dumpannotated=0
dumpscaled=1
dumpabs=0
dumpprecision=8
dumpgroups=1
grouptol=1e-06
dumpdiagonal=0
ops=A_d self_d n_d A_a self_a n_a SaSd
specs=
specd=A_d-A_d self_d-A_d A_a-A_a self_a-A_a A_a-A_d self_a-A_d A_d-A_a seld_d-A_a
spect=
specq=
specot=
reim=0
specgt=
gtp=0.7
speci1t=
speci2t=
specchit=
chitp=1
chitp_ratio=-999
dm=1
T0opt=-1
dmnrg=0
cfs=0
cfsgt=0
cfsls=0
fdm=1
fdmgt=0
fdmls=0
fdmexpv=0
fdmexpvn=0
cfsold=0
fdmold=0
width_td=12
width_custom=12
prec_td=6
prec_custom=6
prec_xy=6
safeguard=1e-05
safeguardmax=200
fixeps=1e-15
diag=dsyev
diagratio=1
dsyevrlimit=100
zheevrlimit=100
restart=1
restartfactor=2
checkdiag=0
checkrho=0
calc0=1
tdht=0
spin=2
tri=old
preccpp=2000
checksumrules=0
globalB=0
globalBx=0
polarized=0
pol2x2=0
mpi=0
noimag=1
dumpsubspaces=0
done=1
resume=0
forcestop=-1
stopafter=
removefiles=1
dump_f=0
rungs=0
>> Input file for NRG Ljubljana, Rok Zitko, rok.zitko@ijs.si, 2005-2015
SYMMETRY TYPE: QS
invdim=2
0 Q additive
1 SS additive
I=(0 1) [0 (additive), 1 (additive)]
singlet QNs=(0 1) mult=1
>> Using sneg version 1.251
V8
>> Number of channels, impurities, chain sites, subspaces:
channels=2 impurities=2 Nmax=27 subspaces=15
Reading <||||> (e)
Reading <||n_d||> (s)
Reading <||A_d||> (d)
Reading <||self_d||> (d)
Reading <||self_a||> (d)
Reading <||n_a||> (s)
Reading <||SaSd||> (s)
Reading <||A_a||> (d)
Reading <||self_a||> (d)
Reading <||||> (z)
length_coef_table=27 Nmax=27
Number of invariant subspaces: 15
(-4 1) 1 states
0.3667660160087693
(-3 2) 4 states
0.2294808623459849 0.2952361570592906 0.4164456046675363 0.456811310251707
(-2 1) 10 states
0.1063102715575615 0.1623935807465562 0.2550974130227142 0.306932625997462 0.3421517039479367 0.3491200515457625 0.4456792651511806 0.4878074534034088 0.5502931650624063 0.5778261526915256
(-2 3) 6 states
0.1579510033965062 0.2791604510047518 0.3195261565889227 0.3449157457180577 0.3852814513022285 0.5064908989104742
(-1 2) 20 states
0.03703737148120975 0.1205584557935227 0.1710535300137876 0.2030717723153853 0.2121787149454124 0.2383789618780428 0.2715148348930472 0.3057041392494968 0.3110384944757564 0.3572315010615306 0.3680950255922215 0.4121213932961582 0.4198647391006894 0.4321807027861684 0.4560311996894064 0.4730846926539414 0.5017567699784875 0.5433748338266942 0.6035374953490249 0.6453602609118673
(-1 4) 4 states
0.2076305920552734 0.2479962976394442 0.3692057452476897 0.4349610399609954
(0 1) 20 states
0 0.1064129323632095 0.1886228308944162 0.2089050024100205 0.2460881565143457 0.2498737646730329 0.2884117546188501 0.3159447901435943 0.3471764561916906 0.3713818447040897 0.3910094951330653 0.396901004981887 0.426201374815264 0.4495233204395617 0.5094542118568021 0.5266448466423636 0.5501078646396341 0.5803751315718758 0.6274482022016872 0.741447770718509
(0 3) 15 states
0.1016091164990379 0.1335382100388137 0.171119173658869 0.2323491124315772 0.2678889901208381 0.2896996146929102 0.3401837687724991 0.3531751384504158 0.3773449230014271 0.4120669811262626 0.4190820905606471 0.4750627091597565 0.5302966598882934 0.5449633868161634 0.6009649340304937
(0 5) 1 states
0.2976758862982111
(1 2) 20 states
0.067836555152527 0.1153206991622314 0.1820042669168444 0.247722362925375 0.2653798675582216 0.2714880849406455 0.297856192346557 0.32578895888217 0.3413807638800973 0.374839210039039 0.3954776044261613 0.4282425237396583 0.4392821927290695 0.45844945705696 0.5068922979357356 0.5204150775213143 0.529566179603066 0.5855896155996263 0.6362930147119142 0.7094595250171182
(1 4) 4 states
0.1980399196479304 0.2830808453721729 0.4251484538158926 0.4767463682379029
(2 1) 10 states
0.1592622602300099 0.2358884804180371 0.2770029149195016 0.348117508812004 0.4151508465538417 0.4311820851407029 0.4973188210384108 0.5362493868654775 0.6052226778750736 0.6943262621259366
(2 3) 6 states
0.1834448787218922 0.3255124871656119 0.3771104015876223 0.4105534128898546 0.4621513273118648 0.6042189357555846
(3 2) 4 states
0.3109174462395737 0.3625153606615841 0.5045829691053038 0.5896238948295465
(4 1) 1 states
0.4899879281792656
Number of states (multiplicity taken into account): 256
Computing the following operators:
s=[]
p=[]
g=[]
d=[A_a A_d self_a self_d ]
v=[]
t=[]
q=[]
ot=[]
Computing the following spectra:
Before NRG iteration (N=-1)
<SaSd>=-0.0001018829111133959
<n_a>=0.9778929806098747
<n_d>=0.9779094446162748
***** [NRG] Iteration 1/27 (scale 0.76510458494759226) *****
[1] xi(0)=0.8075916458538148 xi_scaled(0)=1.055531049927158 zeta(1)=-0.02248865504348072
[2] xi(0)=0.8036554038749099 xi_scaled(0)=1.050386338921179 zeta(1)=0.04449904533034475
Stats: nr=28 min=1 max=210
Emax=8.54729999845171 nrkept=1707 nrkeptmult=4081
Total energy=-3.365989410500186 Egs=-3.725612283221696
Kept: 1707 out of 1716, ratio=0.995
<SaSd>=-0.0004126614599221113
<n_a>=0.9573703730215559
<n_d>=0.9574775836657584
Memory used: 127 MB Time elapsed: 0 s
***** [NRG] Iteration 2/27 (scale 0.38255229247379613) *****
[1] xi(1)=0.5538950860900659 xi_scaled(1)=1.447893783378664 zeta(2)=-0.01470198360970837
[2] xi(1)=0.5550697737862319 xi_scaled(1)=1.450964442525861 zeta(2)=0.02973346540225074
Stats: nr=45 min=1 max=2338
Emax=8.000035314016699 nrkept=3963 nrkeptmult=10128
Total energy=-4.231776416329286 Egs=-2.263186034595268
Kept: 3963 out of 24194, ratio=0.164
<SaSd>=-0.001753071747343519
<n_a>=0.9209989781679327
<n_d>=0.9215693758855384
Memory used: 360 MB Time elapsed: 24 s
***** [NRG] Iteration 3/27 (scale 0.19127614623689806) *****
[1] xi(2)=0.2688935469922532 xi_scaled(2)=1.405787142214926 zeta(3)=-0.00425898027985854
[2] xi(2)=0.2692444531714267 xi_scaled(2)=1.407621694960143 zeta(3)=0.00856197172259331
Stats: nr=59 min=1 max=5153
Emax=8.000100707883185 nrkept=2454 nrkeptmult=6148
Total energy=-5.001353189305746 Egs=-4.023380793250245
Kept: 2454 out of 56926, ratio=0.0431
<SaSd>=-0.006488757156159239
<n_a>=0.8661361930946713
<n_d>=0.8678951939607304
Memory used: 1480 MB Time elapsed: 281 s
***** [NRG] Iteration 4/27 (scale 0.095638073118449032) *****
[1] xi(3)=0.1280801143936814 xi_scaled(3)=1.339216801608419 zeta(4)=-0.001086049114246035
[2] xi(3)=0.1281344386598395 xi_scaled(3)=1.339784820854172 zeta(4)=0.002178024469796
Stats: nr=52 min=1 max=3364
Emax=8.00116976151298 nrkept=2750 nrkeptmult=7167
Total energy=-5.19914630814799 Egs=-2.068142031649616
Kept: 2750 out of 35168, ratio=0.0782
<SaSd>=-0.02244446458359659
<n_a>=0.8094720380687899
<n_d>=0.8131807984103941
Memory used: 1365 MB Time elapsed: 353 s
***** [NRG] Iteration 5/27 (scale 0.047819036559224516) *****
[1] xi(4)=0.0637608143232884 xi_scaled(4)=1.333377226124574 zeta(5)=-0.0002728541818561358
[2] xi(4)=0.06376846907415576 xi_scaled(4)=1.333537303604552 zeta(5)=0.0005469288567031933
Stats: nr=57 min=1 max=3627
Emax=8.001341698426522 nrkept=1208 nrkeptmult=3005
Total energy=-5.37657872346778 Egs=-3.710497494027052
Kept: 1208 out of 39692, ratio=0.0304
<SaSd>=-0.06319015284788254
<n_a>=0.7780972598535613
<n_d>=0.788798978823203
Memory used: 943 MB Time elapsed: 441 s
***** [NRG] Iteration 6/27 (scale 0.023909518279612258) *****
[1] xi(5)=0.03187847117874248 xi_scaled(5)=1.333296254903027 zeta(6)=-7.594598212476307e-05
[2] xi(5)=0.03187902004186228 xi_scaled(5)=1.333319210744854 zeta(6)=0.0001521822127024568
Stats: nr=44 min=1 max=1792
Emax=8.000203384485763 nrkept=1169 nrkeptmult=3036
Total energy=-5.429136295769295 Egs=-2.19818616531185
Kept: 1169 out of 17296, ratio=0.0676
<SaSd>=-0.1331827766611232
<n_a>=0.7661476751882769
<n_d>=0.7861873957905883
Memory used: 943 MB Time elapsed: 451 s
***** [NRG] Iteration 7/27 (scale 0.011954759139806129) *****
[1] xi(6)=0.01593955921822334 xi_scaled(6)=1.33332332603414 zeta(7)=-1.926733120675524e-05
[2] xi(6)=0.01593964843413455 xi_scaled(6)=1.333330788828678 zeta(7)=3.861480523151626e-05
Stats: nr=46 min=1 max=1671
Emax=8.000118006893688 nrkept=560 nrkeptmult=1358
Total energy=-5.472182894327055 Egs=-3.600791789641884
Kept: 560 out of 16880, ratio=0.0332
<SaSd>=-0.2114814142897317
<n_a>=0.7703744030823894
<n_d>=0.7911799690319904
Memory used: 394 MB Time elapsed: 460 s
***** [NRG] Iteration 8/27 (scale 0.0059773795699030645) *****
[1] xi(7)=0.007969815249661184 xi_scaled(7)=1.333329288605045 zeta(8)=-5.779963226969776e-06
[2] xi(7)=0.007969800040003059 xi_scaled(7)=1.333326744068941 zeta(8)=1.158074628919464e-05
Stats: nr=41 min=1 max=879
Emax=8.005173133685421 nrkept=570 nrkeptmult=1375
Total energy=-5.485539826102464 Egs=-2.2345798220115
Kept: 570 out of 7977, ratio=0.0715
<SaSd>=-0.2636734586282093
<n_a>=0.7905448944498799
<n_d>=0.8064816242871569
Memory used: 394 MB Time elapsed: 461 s
***** [NRG] Iteration 9/27 (scale 0.0029886897849515323) *****
[1] xi(8)=0.003984916946902363 xi_scaled(8)=1.333332407721595 zeta(9)=-1.479644169246762e-06
[2] xi(8)=0.00398491585750495 xi_scaled(8)=1.333332043214908 zeta(9)=2.964802591273543e-06
Stats: nr=41 min=1 max=878
Emax=8.007402037511238 nrkept=338 nrkeptmult=774
Total energy=-5.496233005101439 Egs=-3.577881870783849
Kept: 338 out of 8104, ratio=0.0417
<SaSd>=-0.2888374217775371
<n_a>=0.8056112378709717
<n_d>=0.8185635105038728
Memory used: 394 MB Time elapsed: 463 s
***** [NRG] Iteration 10/27 (scale 0.0014943448924757661) *****
[1] xi(9)=0.001992458954211399 xi_scaled(9)=1.333332729441314 zeta(10)=-4.902675488660849e-07
[2] xi(9)=0.001992457149721829 xi_scaled(9)=1.333331521895733 zeta(10)=9.81944521971451e-07
Stats: nr=39 min=1 max=560
Emax=8.011207765472752 nrkept=391 nrkeptmult=893
Total energy=-5.499554927816197 Egs=-2.222995997433304
Kept: 391 out of 4768, ratio=0.082
<SaSd>=-0.2960158671326196
<n_a>=0.8103688727941383
<n_d>=0.8223685382552024
Memory used: 394 MB Time elapsed: 463 s
***** [NRG] Iteration 11/27 (scale 0.00074717244623788307) *****
[1] xi(10)=0.0009962298274271222 xi_scaled(10)=1.33333319830419 zeta(11)=-1.268922857575539e-07
[2] xi(10)=0.0009962296380766661 xi_scaled(10)=1.333332944881494 zeta(11)=2.541468663026559e-07
Stats: nr=40 min=1 max=626
Emax=8.002555391668899 nrkept=285 nrkeptmult=636
Total energy=-5.502228265731071 Egs=-3.57793964209272
Kept: 285 out of 5495, ratio=0.0519
<SaSd>=-0.2984890868749426
<n_a>=0.8120110206629587
<n_d>=0.8237712030854796
Memory used: 394 MB Time elapsed: 464 s
***** [NRG] Iteration 12/27 (scale 0.00037358622311894153) *****
[1] xi(11)=0.0004981149165916435 xi_scaled(11)=1.333333206008121 zeta(12)=-4.676705877377011e-08
[2] xi(11)=0.0004981147879534394 xi_scaled(11)=1.333332861674748 zeta(12)=9.362569788105042e-08
Stats: nr=37 min=1 max=463
Emax=8.006728973066654 nrkept=372 nrkeptmult=851
Total energy=-5.503055499257167 Egs=-2.214304154981618
Kept: 372 out of 3985, ratio=0.0934
<SaSd>=-0.2987374935731918
<n_a>=0.8121747047425379
<n_d>=0.8238774404186062
Memory used: 394 MB Time elapsed: 464 s
***** [NRG] Iteration 13/27 (scale 0.00018679311155947077) *****
[1] xi(12)=0.0002490574766800418 xi_scaled(12)=1.333333304428346 zeta(13)=-1.223228072434651e-08
[2] xi(12)=0.0002490574624639293 xi_scaled(12)=1.333333228322153 zeta(13)=2.448776748385945e-08
Stats: nr=40 min=1 max=585
Emax=8.001285176248476 nrkept=276 nrkeptmult=615
Total energy=-5.503724037425598 Egs=-3.579030098323187
Kept: 276 out of 5228, ratio=0.0528
<SaSd>=-0.2990206964658152
<n_a>=0.8123659532050532
<n_d>=0.8240521502413218
Memory used: 394 MB Time elapsed: 465 s
***** [NRG] Iteration 14/27 (scale 9.3396555779735383e-05) *****
[1] xi(13)=0.0001245287381916561 xi_scaled(13)=1.333333302839799 zeta(14)=-4.938552784560083e-09
[2] xi(13)=0.0001245287297456888 xi_scaled(13)=1.333333212408549 zeta(14)=9.882938865046011e-09
Stats: nr=37 min=1 max=456
Emax=8.020112273361379 nrkept=360 nrkeptmult=820
Total energy=-5.50393058947153 Egs=-2.211559561347539
Kept: 360 out of 3852, ratio=0.0935
<SaSd>=-0.298983588082198
<n_a>=0.8123393618905285
<n_d>=0.8240222375536298
Memory used: 394 MB Time elapsed: 465 s
***** [NRG] Iteration 15/27 (scale 4.6698277889867692e-05) *****
[1] xi(14)=6.226437015993711e-05 xi_scaled(14)=1.333333325626701 zeta(15)=-1.302199190929765e-09
[2] xi(14)=6.226436925958391e-05 xi_scaled(14)=1.333333306346478 zeta(15)=2.605866336552747e-09
Stats: nr=40 min=1 max=563
Emax=8.021705225090969 nrkept=276 nrkeptmult=613
Total energy=-5.504097738090453 Egs=-3.579331540195728
Kept: 276 out of 5052, ratio=0.0546
<SaSd>=-0.299034506103426
<n_a>=0.8123743347769877
<n_d>=0.8240558933861307
Memory used: 394 MB Time elapsed: 465 s
***** [NRG] Iteration 16/27 (scale 2.3349138944933846e-05) *****
[1] xi(15)=3.113218510275887e-05 xi_scaled(15)=1.333333326602767 zeta(16)=-5.606097782146848e-10
[2] xi(15)=3.113218448305423e-05 xi_scaled(15)=1.333333300061975 zeta(16)=1.121587507978057e-09
Stats: nr=37 min=1 max=457
Emax=8.032573635126912 nrkept=360 nrkeptmult=818
Total energy=-5.504149359262183 Egs=-2.210838346166615
Kept: 360 out of 3851, ratio=0.0935
<SaSd>=-0.2990190975237653
<n_a>=0.8123635163370967
<n_d>=0.8240449461747561
Memory used: 394 MB Time elapsed: 466 s
***** [NRG] Iteration 17/27 (scale 1.1674569472466923e-05) *****
[1] xi(16)=1.556609258447414e-05 xi_scaled(16)=1.333333329437536 zeta(17)=-1.485981097508189e-10
[2] xi(16)=1.556609256906613e-05 xi_scaled(16)=1.333333328117743 zeta(17)=2.972884680554884e-10
Stats: nr=40 min=1 max=563
Emax=8.003797422172807 nrkept=274 nrkeptmult=610
Total energy=-5.504191147252739 Egs=-3.579403133899598
Kept: 274 out of 5051, ratio=0.0542
<SaSd>=-0.2990308796190072
<n_a>=0.8123716723948632
<n_d>=0.8240529542027087
Memory used: 394 MB Time elapsed: 466 s
***** [NRG] Iteration 18/27 (scale 5.8372847362334614e-06) *****
[1] xi(17)=7.783046328996488e-06 xi_scaled(17)=1.333333335734885 zeta(18)=-6.653208609767658e-11
[2] xi(17)=7.783046206068729e-06 xi_scaled(17)=1.33333331467582 zeta(18)=1.330872474887895e-10
Stats: nr=37 min=1 max=454
Emax=8.034600472518688 nrkept=360 nrkeptmult=818
Total energy=-5.504204051348385 Egs=-2.210633235936766
Kept: 360 out of 3826, ratio=0.0941
<SaSd>=-0.2990264673524435
<n_a>=0.8123685789717964
<n_d>=0.8240498754732505
Memory used: 394 MB Time elapsed: 466 s
***** [NRG] Iteration 19/27 (scale 2.9186423681167307e-06) *****
[1] xi(18)=3.891523136926618e-06 xi_scaled(18)=1.333333326288155 zeta(19)=-1.768907163901503e-11
[2] xi(18)=3.891523175729291e-06 xi_scaled(18)=1.333333339582923 zeta(19)=3.538389964618558e-11
Stats: nr=40 min=1 max=563
Emax=8.011837362477262 nrkept=274 nrkeptmult=610
Total energy=-5.504214498458686 Egs=-3.579441734886885
Kept: 274 out of 5051, ratio=0.0542
<SaSd>=-0.2990291753017585
<n_a>=0.8123704502925192
<n_d>=0.8240517229128419
Memory used: 394 MB Time elapsed: 467 s
***** [NRG] Iteration 20/27 (scale 1.4593211840583654e-06) *****
[1] xi(19)=1.945761602983088e-06 xi_scaled(19)=1.333333349942837 zeta(20)=-8.095125308299451e-12
[2] xi(19)=1.945761518974367e-06 xi_scaled(19)=1.333333292375852 zeta(20)=1.619168314073068e-11
Stats: nr=37 min=1 max=454
Emax=8.035064111166424 nrkept=360 nrkeptmult=818
Total energy=-5.504217724396403 Egs=-2.210574171018584
Kept: 360 out of 3826, ratio=0.0941
<SaSd>=-0.2990279556198218
<n_a>=0.812369592490861
<n_d>=0.8240508723714758
Memory used: 394 MB Time elapsed: 467 s
***** [NRG] Iteration 21/27 (scale 7.2966059202918268e-07) *****
[1] xi(20)=9.728807837907553e-07 xi_scaled(20)=1.333333325683902 zeta(21)=-2.155961229491768e-12
[2] xi(20)=9.728807924333141e-07 xi_scaled(20)=1.333333337528531 zeta(21)=4.312267726756189e-12
Stats: nr=40 min=1 max=563
Emax=8.013813568292289 nrkept=274 nrkeptmult=610
Total energy=-5.504220336189787 Egs=-3.579463401207244
Kept: 274 out of 5051, ratio=0.0542
<SaSd>=-0.2990286176671154
<n_a>=0.8123700497804202
<n_d>=0.8240513245779115
Memory used: 394 MB Time elapsed: 468 s
***** [NRG] Iteration 22/27 (scale 3.6483029601459134e-07) *****
[1] xi(21)=4.864404042368352e-07 xi_scaled(21)=1.333333359511843 zeta(22)=-9.981162590815508e-13
[2] xi(21)=4.864403717633153e-07 xi_scaled(21)=1.333333270501911 zeta(22)=1.996316589067598e-12
Stats: nr=37 min=1 max=454
Emax=8.035176153260226 nrkept=360 nrkeptmult=818
Total energy=-5.504221142664927 Egs=-2.210548709507469
Kept: 360 out of 3826, ratio=0.0941
<SaSd>=-0.29902830090924
<n_a>=0.812369826708158
<n_d>=0.8240511035900313
Memory used: 394 MB Time elapsed: 468 s
***** [NRG] Iteration 23/27 (scale 1.8241514800729567e-07) *****
[1] xi(22)=2.432201974676826e-07 xi_scaled(22)=1.33333333401651 zeta(23)=-2.661385348219105e-13
[2] xi(22)=2.432201932524718e-07 xi_scaled(22)=1.33333331090872 zeta(23)=5.322907978178108e-13
Stats: nr=40 min=1 max=563
Emax=8.014277534894481 nrkept=274 nrkeptmult=610
Total energy=-5.504221795616608 Egs=-3.579481682167508
Kept: 274 out of 5051, ratio=0.0542
<SaSd>=-0.2990284672550084
<n_a>=0.8123699416727586
<n_d>=0.8240512173341848
Memory used: 394 MB Time elapsed: 468 s
***** [NRG] Iteration 24/27 (scale 9.1207574003647835e-08) *****
[1] xi(23)=1.216100988666871e-07 xi_scaled(23)=1.333333335473031 zeta(24)=-1.239347443282509e-13
[2] xi(23)=1.216100964847087e-07 xi_scaled(23)=1.333333309357015 zeta(24)=2.478721128143975e-13
Stats: nr=37 min=1 max=454
Emax=8.035201298118054 nrkept=360 nrkeptmult=818
Total energy=-5.504221997233786 Egs=-2.210531089147029
Kept: 360 out of 3826, ratio=0.0941
<SaSd>=-0.299028386279002
<n_a>=0.8123698845954417
<n_d>=0.8240511608022988
Memory used: 394 MB Time elapsed: 469 s
***** [NRG] Iteration 25/27 (scale 4.5603787001823918e-08) *****
[1] xi(24)=6.080504879797903e-08 xi_scaled(24)=1.333333321540756 zeta(25)=-3.310335972476749e-14
[2] xi(24)=6.080504850378696e-08 xi_scaled(24)=1.333333315089711 zeta(25)=6.620368134485042e-14
Stats: nr=40 min=1 max=563
Emax=8.014368558847126 nrkept=274 nrkeptmult=610
Total energy=-5.504222160472507 Egs=-3.579499225215314
Kept: 274 out of 5051, ratio=0.0542
<SaSd>=-0.2990284284171822
<n_a>=0.8123699137441796
<n_d>=0.8240511896465341
Memory used: 394 MB Time elapsed: 469 s
***** [NRG] Iteration 26/27 (scale 2.2801893500911959e-08) *****
[1] xi(25)=3.040252441998511e-08 xi_scaled(25)=1.333333322461539 zeta(26)=-1.545554220620742e-14
[2] xi(25)=3.040252427256029e-08 xi_scaled(25)=1.333333315996075 zeta(26)=3.090992596032791e-14
Stats: nr=37 min=1 max=454
Emax=8.035204646572609 nrkept=360 nrkeptmult=818
Total energy=-5.504222210876438 Egs=-2.210515196480495
Kept: 360 out of 3826, ratio=0.0941
<SaSd>=-0.2990284078021148
<n_a>=0.812369899202019
<n_d>=0.8240511752438782
Memory used: 394 MB Time elapsed: 469 s
***** [NRG] Iteration 27/27 (scale 1.1400946750455979e-08) *****
[1] xi(26)=1.520126202147956e-08 xi_scaled(26)=1.333333305926685 zeta(27)=-4.150590499045615e-15
[2] xi(26)=1.520126200590911e-08 xi_scaled(26)=1.333333304560969 zeta(27)=8.299042522199834e-15
Stats: nr=40 min=1 max=563
Emax=8.014366775644049 nrkept=5051 nrkeptmult=13088
Total energy=-5.504222251686317 Egs=-3.579516603700654
Kept: 5051 out of 5051, ratio=1
<SaSd>=-0.2990284183472929
<n_a>=0.8123699064944905
<n_d>=0.8240511824603607
Memory used: 394 MB Time elapsed: 471 s
** Iteration completed.
Total energy: -5.504222251686317
TKW=0.007483212943989234
Grand canonical Z= 7.98134184125399
Zft (last shell)= 7.981341422161813
Calculating density matrices.
[DM] 26
[DM] 25
[DM] 24
[DM] 23
[DM] 22
[DM] 21
[DM] 20
[DM] 19
[DM] 18
[DM] 17
[DM] 16
[DM] 15
[DM] 14
[DM] 13
[DM] 12
[DM] 11
[DM] 10
[DM] 9
[DM] 8
[DM] 7
[DM] 6
[DM] 5
[DM] 4
[DM] 3
[DM] 2
[DM] 1
Calculating full density matrices.
[FDM] 26
[FDM] 25
[FDM] 24
[FDM] 23
[FDM] 22
[FDM] 21
[FDM] 20
[FDM] 19
[FDM] 18
[FDM] 17
[FDM] 16
[FDM] 15
[FDM] 14
[FDM] 13
[FDM] 12
[FDM] 11
[FDM] 10
[FDM] 9
[FDM] 8
[FDM] 7
[FDM] 6
[FDM] 5
[FDM] 4
[FDM] 3
[FDM] 2
[FDM] 1
>> Input file for NRG Ljubljana, Rok Zitko, rok.zitko@ijs.si, 2005-2015
SYMMETRY TYPE: QS
>> Using sneg version 1.251
V8
>> Number of channels, impurities, chain sites, subspaces:
channels=2 impurities=2 Nmax=27 subspaces=15
Reading <||||> (e)
Reading <||n_d||> (s)
Reading <||A_d||> (d)
Reading <||self_d||> (d)
Reading <||self_a||> (d)
Reading <||n_a||> (s)
Reading <||SaSd||> (s)
Reading <||A_a||> (d)
Reading <||self_a||> (d)
Reading <||||> (z)
Number of invariant subspaces: 15
(-4 1) 1 states
0.3667660160087693
(-3 2) 4 states
0.2294808623459849 0.2952361570592906 0.4164456046675363 0.456811310251707
(-2 1) 10 states
0.1063102715575615 0.1623935807465562 0.2550974130227142 0.306932625997462 0.3421517039479367 0.3491200515457625 0.4456792651511806 0.4878074534034088 0.5502931650624063 0.5778261526915256
(-2 3) 6 states
0.1579510033965062 0.2791604510047518 0.3195261565889227 0.3449157457180577 0.3852814513022285 0.5064908989104742
(-1 2) 20 states
0.03703737148120975 0.1205584557935227 0.1710535300137876 0.2030717723153853 0.2121787149454124 0.2383789618780428 0.2715148348930472 0.3057041392494968 0.3110384944757564 0.3572315010615306 0.3680950255922215 0.4121213932961582 0.4198647391006894 0.4321807027861684 0.4560311996894064 0.4730846926539414 0.5017567699784875 0.5433748338266942 0.6035374953490249 0.6453602609118673
(-1 4) 4 states
0.2076305920552734 0.2479962976394442 0.3692057452476897 0.4349610399609954
(0 1) 20 states
0 0.1064129323632095 0.1886228308944162 0.2089050024100205 0.2460881565143457 0.2498737646730329 0.2884117546188501 0.3159447901435943 0.3471764561916906 0.3713818447040897 0.3910094951330653 0.396901004981887 0.426201374815264 0.4495233204395617 0.5094542118568021 0.5266448466423636 0.5501078646396341 0.5803751315718758 0.6274482022016872 0.741447770718509
(0 3) 15 states
0.1016091164990379 0.1335382100388137 0.171119173658869 0.2323491124315772 0.2678889901208381 0.2896996146929102 0.3401837687724991 0.3531751384504158 0.3773449230014271 0.4120669811262626 0.4190820905606471 0.4750627091597565 0.5302966598882934 0.5449633868161634 0.6009649340304937
(0 5) 1 states
0.2976758862982111
(1 2) 20 states
0.067836555152527 0.1153206991622314 0.1820042669168444 0.247722362925375 0.2653798675582216 0.2714880849406455 0.297856192346557 0.32578895888217 0.3413807638800973 0.374839210039039 0.3954776044261613 0.4282425237396583 0.4392821927290695 0.45844945705696 0.5068922979357356 0.5204150775213143 0.529566179603066 0.5855896155996263 0.6362930147119142 0.7094595250171182
(1 4) 4 states
0.1980399196479304 0.2830808453721729 0.4251484538158926 0.4767463682379029
(2 1) 10 states
0.1592622602300099 0.2358884804180371 0.2770029149195016 0.348117508812004 0.4151508465538417 0.4311820851407029 0.4973188210384108 0.5362493868654775 0.6052226778750736 0.6943262621259366
(2 3) 6 states
0.1834448787218922 0.3255124871656119 0.3771104015876223 0.4105534128898546 0.4621513273118648 0.6042189357555846
(3 2) 4 states
0.3109174462395737 0.3625153606615841 0.5045829691053038 0.5896238948295465
(4 1) 1 states
0.4899879281792656
Number of states (multiplicity taken into account): 256
Computing the following operators:
s=[]
p=[]
g=[]
d=[A_a A_d self_a self_d ]
v=[]
t=[]
q=[]
ot=[]
Computing the following spectra:
Spectrum: A_a-A_a FDM
Spectrum: A_a-A_d FDM
Spectrum: A_d-A_a FDM
Spectrum: A_d-A_d FDM
Spectrum: self_a-A_a FDM
Spectrum: self_a-A_d FDM
Spectrum: self_d-A_d FDM
***** [DM] Iteration 1/27 (scale 0.76510458494759226) *****
[1] xi(0)=0.8075916458538148 xi_scaled(0)=1.055531049927158 zeta(1)=-0.02248865504348072
[2] xi(0)=0.8036554038749099 xi_scaled(0)=1.050386338921179 zeta(1)=0.04449904533034475
Stats: nr=28 min=1 max=210
Emax=8.54729999845171 nrkept=1707 nrkeptmult=4081
Kept: 1707 out of 1716, ratio=0.995
Memory used: 556 MB Time elapsed: 566 s
***** [DM] Iteration 2/27 (scale 0.38255229247379613) *****
[1] xi(1)=0.5538950860900659 xi_scaled(1)=1.447893783378664 zeta(2)=-0.01470198360970837
[2] xi(1)=0.5550697737862319 xi_scaled(1)=1.450964442525861 zeta(2)=0.02973346540225074
Stats: nr=45 min=1 max=2338
Emax=8.000035314016699 nrkept=3963 nrkeptmult=10128
Kept: 3963 out of 24194, ratio=0.164
Memory used: 1641 MB Time elapsed: 626 s
***** [DM] Iteration 3/27 (scale 0.19127614623689806) *****
[1] xi(2)=0.2688935469922532 xi_scaled(2)=1.405787142214926 zeta(3)=-0.00425898027985854
[2] xi(2)=0.2692444531714267 xi_scaled(2)=1.407621694960143 zeta(3)=0.00856197172259331
Stats: nr=59 min=1 max=5153
Emax=8.000100707883185 nrkept=2454 nrkeptmult=6148
Kept: 2454 out of 56926, ratio=0.0431
Memory used: 2307 MB Time elapsed: 1128 s
***** [DM] Iteration 4/27 (scale 0.095638073118449032) *****
[1] xi(3)=0.1280801143936814 xi_scaled(3)=1.339216801608419 zeta(4)=-0.001086049114246035
[2] xi(3)=0.1281344386598395 xi_scaled(3)=1.339784820854172 zeta(4)=0.002178024469796
Stats: nr=52 min=1 max=3364
Emax=8.00116976151298 nrkept=2750 nrkeptmult=7167
Kept: 2750 out of 35168, ratio=0.0782
Memory used: 2468 MB Time elapsed: 1283 s
***** [DM] Iteration 5/27 (scale 0.047819036559224516) *****
[1] xi(4)=0.0637608143232884 xi_scaled(4)=1.333377226124574 zeta(5)=-0.0002728541818561358
[2] xi(4)=0.06376846907415576 xi_scaled(4)=1.333537303604552 zeta(5)=0.0005469288567031933
Stats: nr=57 min=1 max=3627
Emax=8.001341698426522 nrkept=1208 nrkeptmult=3005
Kept: 1208 out of 39692, ratio=0.0304
Memory used: 2734 MB Time elapsed: 1469 s
***** [DM] Iteration 6/27 (scale 0.023909518279612258) *****
[1] xi(5)=0.03187847117874248 xi_scaled(5)=1.333296254903027 zeta(6)=-7.594598212476307e-05
[2] xi(5)=0.03187902004186228 xi_scaled(5)=1.333319210744854 zeta(6)=0.0001521822127024568
Stats: nr=44 min=1 max=1792
Emax=8.000203384485763 nrkept=1169 nrkeptmult=3036
Kept: 1169 out of 17296, ratio=0.0676
Memory used: 2734 MB Time elapsed: 1497 s
***** [DM] Iteration 7/27 (scale 0.011954759139806129) *****
[1] xi(6)=0.01593955921822334 xi_scaled(6)=1.33332332603414 zeta(7)=-1.926733120675524e-05
[2] xi(6)=0.01593964843413455 xi_scaled(6)=1.333330788828678 zeta(7)=3.861480523151626e-05
Stats: nr=46 min=1 max=1671
Emax=8.000118006893688 nrkept=560 nrkeptmult=1358
Kept: 560 out of 16880, ratio=0.0332
Memory used: 2734 MB Time elapsed: 1520 s
***** [DM] Iteration 8/27 (scale 0.0059773795699030645) *****
[1] xi(7)=0.007969815249661184 xi_scaled(7)=1.333329288605045 zeta(8)=-5.779963226969776e-06
[2] xi(7)=0.007969800040003059 xi_scaled(7)=1.333326744068941 zeta(8)=1.158074628919464e-05
Stats: nr=41 min=1 max=879
Emax=8.005173133685421 nrkept=570 nrkeptmult=1375
Kept: 570 out of 7977, ratio=0.0715
Memory used: 2734 MB Time elapsed: 1524 s
***** [DM] Iteration 9/27 (scale 0.0029886897849515323) *****
[1] xi(8)=0.003984916946902363 xi_scaled(8)=1.333332407721595 zeta(9)=-1.479644169246762e-06
[2] xi(8)=0.00398491585750495 xi_scaled(8)=1.333332043214908 zeta(9)=2.964802591273543e-06
Stats: nr=41 min=1 max=878
Emax=8.007402037511238 nrkept=338 nrkeptmult=774
Kept: 338 out of 8104, ratio=0.0417
Memory used: 2734 MB Time elapsed: 1529 s
***** [DM] Iteration 10/27 (scale 0.0014943448924757661) *****
[1] xi(9)=0.001992458954211399 xi_scaled(9)=1.333332729441314 zeta(10)=-4.902675488660849e-07
[2] xi(9)=0.001992457149721829 xi_scaled(9)=1.333331521895733 zeta(10)=9.81944521971451e-07
Stats: nr=39 min=1 max=560
Emax=8.011207765472752 nrkept=391 nrkeptmult=893
Kept: 391 out of 4768, ratio=0.082
Memory used: 2734 MB Time elapsed: 1531 s
***** [DM] Iteration 11/27 (scale 0.00074717244623788307) *****
[1] xi(10)=0.0009962298274271222 xi_scaled(10)=1.33333319830419 zeta(11)=-1.268922857575539e-07
[2] xi(10)=0.0009962296380766661 xi_scaled(10)=1.333332944881494 zeta(11)=2.541468663026559e-07
Stats: nr=40 min=1 max=626
Emax=8.002555391668899 nrkept=285 nrkeptmult=636
Kept: 285 out of 5495, ratio=0.0519
Memory used: 2734 MB Time elapsed: 1533 s
***** [DM] Iteration 12/27 (scale 0.00037358622311894153) *****
[1] xi(11)=0.0004981149165916435 xi_scaled(11)=1.333333206008121 zeta(12)=-4.676705877377011e-08
[2] xi(11)=0.0004981147879534394 xi_scaled(11)=1.333332861674748 zeta(12)=9.362569788105042e-08
Stats: nr=37 min=1 max=463
Emax=8.006728973066654 nrkept=372 nrkeptmult=851
Kept: 372 out of 3985, ratio=0.0934
Memory used: 2734 MB Time elapsed: 1534 s
***** [DM] Iteration 13/27 (scale 0.00018679311155947077) *****
[1] xi(12)=0.0002490574766800418 xi_scaled(12)=1.333333304428346 zeta(13)=-1.223228072434651e-08
[2] xi(12)=0.0002490574624639293 xi_scaled(12)=1.333333228322153 zeta(13)=2.448776748385945e-08
Stats: nr=40 min=1 max=585
Emax=8.001285176248476 nrkept=276 nrkeptmult=615
Kept: 276 out of 5228, ratio=0.0528
Memory used: 2734 MB Time elapsed: 1536 s
***** [DM] Iteration 14/27 (scale 9.3396555779735383e-05) *****
[1] xi(13)=0.0001245287381916561 xi_scaled(13)=1.333333302839799 zeta(14)=-4.938552784560083e-09
[2] xi(13)=0.0001245287297456888 xi_scaled(13)=1.333333212408549 zeta(14)=9.882938865046011e-09
Stats: nr=37 min=1 max=456
Emax=8.020112273361379 nrkept=360 nrkeptmult=820
Kept: 360 out of 3852, ratio=0.0935
Memory used: 2734 MB Time elapsed: 1537 s
***** [DM] Iteration 15/27 (scale 4.6698277889867692e-05) *****
[1] xi(14)=6.226437015993711e-05 xi_scaled(14)=1.333333325626701 zeta(15)=-1.302199190929765e-09
[2] xi(14)=6.226436925958391e-05 xi_scaled(14)=1.333333306346478 zeta(15)=2.605866336552747e-09
Stats: nr=40 min=1 max=563
Emax=8.021705225090969 nrkept=276 nrkeptmult=613
Kept: 276 out of 5052, ratio=0.0546
Memory used: 2734 MB Time elapsed: 1539 s
***** [DM] Iteration 16/27 (scale 2.3349138944933846e-05) *****
[1] xi(15)=3.113218510275887e-05 xi_scaled(15)=1.333333326602767 zeta(16)=-5.606097782146848e-10
[2] xi(15)=3.113218448305423e-05 xi_scaled(15)=1.333333300061975 zeta(16)=1.121587507978057e-09
Stats: nr=37 min=1 max=457
Emax=8.032573635126912 nrkept=360 nrkeptmult=818
Kept: 360 out of 3851, ratio=0.0935
Memory used: 2734 MB Time elapsed: 1540 s
***** [DM] Iteration 17/27 (scale 1.1674569472466923e-05) *****
[1] xi(16)=1.556609258447414e-05 xi_scaled(16)=1.333333329437536 zeta(17)=-1.485981097508189e-10
[2] xi(16)=1.556609256906613e-05 xi_scaled(16)=1.333333328117743 zeta(17)=2.972884680554884e-10
Stats: nr=40 min=1 max=563
Emax=8.003797422172807 nrkept=274 nrkeptmult=610
Kept: 274 out of 5051, ratio=0.0542
Memory used: 2734 MB Time elapsed: 1542 s
***** [DM] Iteration 18/27 (scale 5.8372847362334614e-06) *****
[1] xi(17)=7.783046328996488e-06 xi_scaled(17)=1.333333335734885 zeta(18)=-6.653208609767658e-11
[2] xi(17)=7.783046206068729e-06 xi_scaled(17)=1.33333331467582 zeta(18)=1.330872474887895e-10
Stats: nr=37 min=1 max=454
Emax=8.034600472518688 nrkept=360 nrkeptmult=818
Kept: 360 out of 3826, ratio=0.0941
Memory used: 2734 MB Time elapsed: 1543 s
***** [DM] Iteration 19/27 (scale 2.9186423681167307e-06) *****
[1] xi(18)=3.891523136926618e-06 xi_scaled(18)=1.333333326288155 zeta(19)=-1.768907163901503e-11
[2] xi(18)=3.891523175729291e-06 xi_scaled(18)=1.333333339582923 zeta(19)=3.538389964618558e-11
Stats: nr=40 min=1 max=563
Emax=8.011837362477262 nrkept=274 nrkeptmult=610
Kept: 274 out of 5051, ratio=0.0542
Memory used: 2734 MB Time elapsed: 1544 s
***** [DM] Iteration 20/27 (scale 1.4593211840583654e-06) *****
[1] xi(19)=1.945761602983088e-06 xi_scaled(19)=1.333333349942837 zeta(20)=-8.095125308299451e-12
[2] xi(19)=1.945761518974367e-06 xi_scaled(19)=1.333333292375852 zeta(20)=1.619168314073068e-11
Stats: nr=37 min=1 max=454
Emax=8.035064111166424 nrkept=360 nrkeptmult=818
Kept: 360 out of 3826, ratio=0.0941
Memory used: 2734 MB Time elapsed: 1545 s
***** [DM] Iteration 21/27 (scale 7.2966059202918268e-07) *****
[1] xi(20)=9.728807837907553e-07 xi_scaled(20)=1.333333325683902 zeta(21)=-2.155961229491768e-12
[2] xi(20)=9.728807924333141e-07 xi_scaled(20)=1.333333337528531 zeta(21)=4.312267726756189e-12
Stats: nr=40 min=1 max=563
Emax=8.013813568292289 nrkept=274 nrkeptmult=610
Kept: 274 out of 5051, ratio=0.0542
Memory used: 2734 MB Time elapsed: 1547 s
***** [DM] Iteration 22/27 (scale 3.6483029601459134e-07) *****
[1] xi(21)=4.864404042368352e-07 xi_scaled(21)=1.333333359511843 zeta(22)=-9.981162590815508e-13
[2] xi(21)=4.864403717633153e-07 xi_scaled(21)=1.333333270501911 zeta(22)=1.996316589067598e-12
Stats: nr=37 min=1 max=454
Emax=8.035176153260226 nrkept=360 nrkeptmult=818
Kept: 360 out of 3826, ratio=0.0941
Memory used: 2734 MB Time elapsed: 1548 s
***** [DM] Iteration 23/27 (scale 1.8241514800729567e-07) *****
[1] xi(22)=2.432201974676826e-07 xi_scaled(22)=1.33333333401651 zeta(23)=-2.661385348219105e-13
[2] xi(22)=2.432201932524718e-07 xi_scaled(22)=1.33333331090872 zeta(23)=5.322907978178108e-13
Stats: nr=40 min=1 max=563
Emax=8.014277534894481 nrkept=274 nrkeptmult=610
Kept: 274 out of 5051, ratio=0.0542
Memory used: 2734 MB Time elapsed: 1550 s
***** [DM] Iteration 24/27 (scale 9.1207574003647835e-08) *****
[1] xi(23)=1.216100988666871e-07 xi_scaled(23)=1.333333335473031 zeta(24)=-1.239347443282509e-13
[2] xi(23)=1.216100964847087e-07 xi_scaled(23)=1.333333309357015 zeta(24)=2.478721128143975e-13
Stats: nr=37 min=1 max=454
Emax=8.035201298118054 nrkept=360 nrkeptmult=818
Kept: 360 out of 3826, ratio=0.0941
Memory used: 2734 MB Time elapsed: 1550 s
***** [DM] Iteration 25/27 (scale 4.5603787001823918e-08) *****
[1] xi(24)=6.080504879797903e-08 xi_scaled(24)=1.333333321540756 zeta(25)=-3.310335972476749e-14
[2] xi(24)=6.080504850378696e-08 xi_scaled(24)=1.333333315089711 zeta(25)=6.620368134485042e-14
Stats: nr=40 min=1 max=563
Emax=8.014368558847126 nrkept=274 nrkeptmult=610
Kept: 274 out of 5051, ratio=0.0542
Memory used: 2734 MB Time elapsed: 1551 s
***** [DM] Iteration 26/27 (scale 2.2801893500911959e-08) *****
[1] xi(25)=3.040252441998511e-08 xi_scaled(25)=1.333333322461539 zeta(26)=-1.545554220620742e-14
[2] xi(25)=3.040252427256029e-08 xi_scaled(25)=1.333333315996075 zeta(26)=3.090992596032791e-14
Stats: nr=37 min=1 max=454
Emax=8.035204646572609 nrkept=360 nrkeptmult=818
Kept: 360 out of 3826, ratio=0.0941
Memory used: 2734 MB Time elapsed: 1552 s
***** [DM] Iteration 27/27 (scale 1.1400946750455979e-08) *****
[1] xi(26)=1.520126202147956e-08 xi_scaled(26)=1.333333305926685 zeta(27)=-4.150590499045615e-15
[2] xi(26)=1.520126200590911e-08 xi_scaled(26)=1.333333304560969 zeta(27)=8.299042522199834e-15
Stats: nr=40 min=1 max=563
Emax=8.014366775644049 nrkept=5051 nrkeptmult=13088
Kept: 5051 out of 5051, ratio=1
Memory used: 2734 MB Time elapsed: 1554 s
** Iteration completed.
Spectrum: A_a-A_a FDM
[A_a-A_a] pos=0.5938150259207696 neg=0.4061849740609967 sum= 0.9999999999817664
mu1=0.05244034328373633 mu2=0.03489592601497493 mu3=0.003229191954230827 mu4=0.01533153717519208
f=0.5938150466027617 b=0.5938149420385426
Spectrum: A_a-A_d FDM
[A_a-A_d] pos=0.2873579894418039 neg=-0.2873579894391646 sum= 2.639277685290153e-12
mu1=0.05111510276340198 mu2=0.005404884232175091 mu3=0.002433243555207515 mu4=0.0002995860584465598
f=0.2873579659836608 b=0.2873580839788286
Spectrum: A_d-A_a FDM
[A_d-A_a] pos=0.287357989442698 neg=-0.2873579894389253 sum= 3.772704371129976e-12
mu1=0.05109681808045839 mu2=0.005404697566046952 mu3=0.002433275662256647 mu4=0.0003006013064169411
f=0.2873579659845549 b=0.2873580839797229
Spectrum: A_d-A_d FDM
[A_d-A_d] pos=0.5879743836573121 neg=0.4120256163255132 sum= 0.9999999999828253
mu1=0.0535595637750742 mu2=0.02853887096796105 mu3=0.004909168410687086 mu4=0.01054654837358936
f=0.5879744086223366 b=0.5879742822482955
Spectrum: self_a-A_a FDM
[self_a-A_a] pos=0.06297320751511683 neg=-0.01173621683633164 sum= 0.05123699067878518
mu1=0.01510849017549831 mu2=0.003895175489941825 mu3=0.001898082390460974 mu4=0.001248116639409567
f=0.06297320691778086 b=0.06297320990109799
Spectrum: self_a-A_d FDM
[self_a-A_d] pos=0.04246458204200686 neg=0.007535417956748226 sum= 0.04999999999875509
mu1=0.005288476907911635 mu2=0.001433687072170501 mu3=0.0002971176784659327 mu4=0.0005083629189135424
f=0.04246458261987943 b=0.04246457966466
Spectrum: self_d-A_d FDM
[self_d-A_d] pos=0.06602435373283672 neg=-0.01361923545773987 sum= 0.05240511827509684
mu1=0.01525558581291461 mu2=0.003544208038351098 mu3=0.001571522225713498 mu4=0.0009360833602605915
f=0.06602435330316296 b=0.06602435543261848
Memory usage report
===================
after diag: 2800616 kB
after recalc: 10342424 kB
after split: 2800616 kB
after trim: 2800616 kB
after trunc: 2800616 kB
diag_h: 1632636 kB
Peak usage: 10342424 kB
Timing report
=============
All: 1554 s
FDM: 90 s
diag: 450 s
recalc d: 641 s
spec d: 344 s
Other: 27 s