NORG

NORG (Numerical Orbital Renormalization Group) is a specialized tensor network method and implementation focusing on orbital degrees of freedom and multi-orbital quantum systems. The approach extends DMRG-like techniques to handle orbita…

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Overview

NORG (Numerical Orbital Renormalization Group) is a specialized tensor network method and implementation focusing on orbital degrees of freedom and multi-orbital quantum systems. The approach extends DMRG-like techniques to handle orbital complexity in strongly correlated materials. NORG is designed for research applications involving multi-orbital physics, orbital ordering, and complex electronic structure.

Reference Papers (2)

Full Documentation

Official Resources

  • Homepage: https://github.com/rqHe1/NORG
  • Documentation: GitHub repository
  • Source Repository: https://github.com/rqHe1/NORG
  • License: Check repository

Overview

NORG (Numerical Orbital Renormalization Group) is a specialized tensor network method and implementation focusing on orbital degrees of freedom and multi-orbital quantum systems. The approach extends DMRG-like techniques to handle orbital complexity in strongly correlated materials. NORG is designed for research applications involving multi-orbital physics, orbital ordering, and complex electronic structure.

Scientific domain: Multi-orbital tensor networks, orbital physics, strongly correlated
Target user community: Multi-orbital researchers, orbital physics specialists

Theoretical Methods

  • Numerical Orbital Renormalization Group
  • Tensor network approach
  • Multi-orbital systems
  • Orbital degrees of freedom
  • Matrix product states
  • Renormalization group
  • Strongly correlated electrons

Capabilities (CRITICAL)

Category: Research tensor network code Note: Specialized orbital approach

  • Orbital renormalization group
  • Multi-orbital systems
  • Tensor network methods
  • Orbital physics
  • Strongly correlated materials
  • Research implementation
  • Method development
  • Orbital complexity

Sources: GitHub repository

Key Aspects

Orbital Focus:

  • Multi-orbital systems
  • Orbital degrees of freedom
  • Orbital ordering
  • Complex electronic structure
  • Correlated materials

Tensor Network:

  • DMRG-related methods
  • Orbital-specific formulation
  • Renormalization approach
  • Research technique

Research Code:

  • Specialized method
  • Development stage
  • Academic implementation
  • Method exploration

Status

  • Type: Research implementation
  • Development: Active research
  • Community: Specialized users
  • Applications: Multi-orbital physics
  • Maturity: Research stage

Application Areas

  • Multi-orbital materials
  • Transition metal oxides
  • Orbital ordering
  • Complex correlations
  • Research studies

Limitations & Constraints

  • Specialized: Orbital-specific method
  • Research code: Development stage
  • Documentation: Limited
  • Community: Specialized
  • Learning curve: Orbital physics expertise

Related Methods

  • DMRG: General tensor networks
  • Multi-orbital DMFT: Complementary approach
  • Tensor networks: General framework

Comparison with Other Codes

Feature NORG Block/DMRG++ ITensor
Method Orbital Renormalization Group Standard DMRG General Tensor Networks
Basis Multi-orbital (Orbital Space) Real Space / Orbitals General
Specialization Orbital Ordering / Fluctuations Quantum Chemistry / Lattice General Physics
Status Research Code Production Production

Verification & Sources

Primary sources:

  1. GitHub: https://github.com/rqHe1/NORG

Confidence: VERIFIED - Research code

Verification status: ✅ VERIFIED

  • GitHub: ACCESSIBLE
  • Category: Research tensor network code
  • Note: Numerical Orbital Renormalization Group - specialized tensor network approach for multi-orbital quantum systems and orbital physics. Research implementation focusing on orbital degrees of freedom in strongly correlated materials. For general tensor network calculations, established codes (ITensor, TeNPy, Block, DMRG++) recommended. NORG represents specialized research into orbital-focused renormalization methods.

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