On Oct 13, 2016, at 2:01 AM, Mateusz Łącki <mateusz.lacki@gmail.com> wrote:

I have changed something in the input file, then changed it back, and the segmentation fault has vanished.

I will report it again if it reoccurs.

Thanks for help

Regards,

Mateusz

On 12 Oct 2016, at 05:43, Tama MA - Yotcopi <tamama@yotcopi.com> wrote:

The following param worked well with me some months ago. Can you try this first? Let’s see if segmentation fault goes away...

LATTICE="square lattice";

L=4;

MODEL="boson Hubbard";

Nmax = 2;

U    = 1.0;

V    = 0.05;

mu   = 0.5;

T    = 0.1;

SWEEPS=50000;

THERMALIZATION=100000;

SKIP=500;

{ t=0.07; }

On 12 Oct 2016, at 2:58 AM, Mateusz Łącki <mateusz.lacki@gmail.com> wrote:

Indeed it was a matter of old binaries.
Anyway I get the segmentation fault even in the case of V=0 which is a BH model, and this used to work before. I will try the older versions.


The input that gives me a segmentation fault is just (version I have just downloaded from svn):

LATTICE="open chain lattice"
L=30

MODEL="boson Hubbard"
Nmax=5
N_total=5

t=.5
U=10
mu=0.2

THERMALIZATION=15000
SWEEPS=200000
SKIP=50

MEASURE[Local Density]=1
tof_phase=0

{ T=0.08 }

On 11 Oct 2016, at 17:59, Tama Ma <tamama@yotcopi.com> wrote:

Hi Mateusz,

Extended BHM is supported in the later version of DWA.

Several checks:
1.  Can you download the latest version from trunk?
2.  Can you check whether +V is supported also?

Best regards,
Tamama

Sent from my iPhone

On 11 Oct 2016, at 11:13 PM, Mateusz Łącki <mateusz.lacki@gmail.com> wrote:

Dear All,
could I ask if the DWA code actually supports the extended BH model (as defined in “boson Hubbard” hamiltonian in a standard issue of models.xml)? the results I obtain seem not to depend at all on the value of the V parameter.  With sparsediag I observe no such behaviour.

thebondterm contains “hopping” (proportional to t#) and interaction (proportional to V#). If I wanted to split (as the hopping is treated separately in worm-type algorithms I guess…) it into two bond-terms it seems that only the last bondterm  is taken into account:


this results in t=0 result
<SITETERM site="i">
 <PARAMETER name="mu#" default="mu"/>
 <PARAMETER name="U#" default="U"/>
 -mu#*n(i)+U#*n(i)*(n(i)-1)/2
</SITETERM>  
<BONDTERM source="i" target="j">
 <PARAMETER name="t#" default="0"/>
 -t#*(bdag(i)*b(j)+bdag(j)*b(i))
</BONDTERM>
<BONDTERM source="i" target="j">
 <PARAMETER name="V#" default="0"/>
 -V#*(n(j)*n(i))
</BONDTERM>

this in V=0 result:
<SITETERM site="i">
 <PARAMETER name="mu#" default="mu"/>
 <PARAMETER name="U#" default="U"/>
 -mu#*n(i)+U#*n(i)*(n(i)-1)/2
</SITETERM>  
<BONDTERM source="i" target="j">
 <PARAMETER name="V#" default="0"/>
 -V#*(n(j)*n(i))
</BONDTERM>
<BONDTERM source="i" target="j">
 <PARAMETER name="t#" default="0"/>
 -t#*(bdag(i)*b(j)+bdag(j)*b(i))
</BONDTERM>


Best,
Mateusz Łącki

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