Thank you for the response regarding my prior question regarding the dimerized chain.
To follow up, I would like to ask a few more novice questions.
Does the DMRG ALPS routine calculate the momentum for one-dimensional systems?
Does the following unitcell definition have the appropriate open boundary conditions for efficient use of the DMRG routines?
<UNITCELL name="anisotropic1d" dimension="1">
<VERTEX/>
<EDGE type="0">
<SOURCE vertex="1" offset="0"/>
<TARGET vertex="2" offset="0"/>
</EDGE>
<EDGE type="1">
<SOURCE vertex="2" offset="0"/>
<TARGET vertex="1" offset="1"/>
</EDGE>
</UNITCELL>
Thank you, Matthew Stone
On 13 Aug 2014, at 20:55, Stone, Matthew B. stonemb@ornl.gov wrote:
Thank you for the response regarding my prior question regarding the dimerized chain.
To follow up, I would like to ask a few more novice questions.
Does the DMRG ALPS routine calculate the momentum for one-dimensional systems?
No, and actually open systems don't have well defined momenta
Does the following unitcell definition have the appropriate open boundary conditions for efficient use of the DMRG routines?
<UNITCELL name="anisotropic1d" dimension="1"> <VERTEX/> <EDGE type="0"> <SOURCE vertex="1" offset="0"/> <TARGET vertex="2" offset="0"/> </EDGE> <EDGE type="1"> <SOURCE vertex="2" offset="0"/> <TARGET vertex="1" offset="1"/> </EDGE> </UNITCELL>
This unit cell looks okay, but the open boundary conditions are set in the lattice and not in the unit cell.
Matthias
Thank you, Matthew Stone
comp-phys-alps-users@lists.phys.ethz.ch