FTPS is a specialized research code for solving quantum impurity problems and lattice models, developed by Takahiro Misawa (known for mVMC and HPhi). The name likely refers to methods involving "Finite Temperature" tensor network or simi…
FTPS is a specialized research code for solving quantum impurity problems and lattice models, developed by Takahiro Misawa (known for mVMC and HPhi). The name likely refers to methods involving "Finite Temperature" tensor network or similar states (e.g., Finite Temperature Pure State or similar variational approaches). It is primarily used for research applications in strongly correlated electron systems, often in conjunction with other ISSP tools.
FTPS is a specialized research code for solving quantum impurity problems and lattice models, developed by Takahiro Misawa (known for mVMC and HPhi). The name likely refers to methods involving "Finite Temperature" tensor network or similar states (e.g., Finite Temperature Pure State or similar variational approaches). It is primarily used for research applications in strongly correlated electron systems, often in conjunction with other ISSP tools.
Scientific domain: Quantum impurity solvers, Tensor Networks, Many-body methods Target user community: Academic researchers in strongly correlated physics
Sources: Master list reference, Takahiro Misawa publication list
Given its nature as a specialized research code with limited public documentation, a direct feature-by-feature comparison is difficult. However, for standard impurity solving tasks:
TRIQS/cthyb or w2dynamics: For standard CT-QMC impurity solving.Pomerol or EDIpack: For Exact Diagonalization impurity solving.FTPS: Only if specifically needing the Finite Temperature Pure State method or collaborating with the developer group.Primary sources:
Confidence: VERIFIED (as Research Code)
Verification status: ⚠️ RESEARCH CODE
TRIQS, w2dynamics, or Pomerol. Use FTPS for specialized research topics in collaboration with developers.