Wen bosonic lattice model, chiral interactions, noncommutative space

In summary, the Wen bosonic lattice model is a theoretical model proposed by physicist Xiao-Gang Wen in 1989 to describe the behavior of quantum particles on a lattice structure. It incorporates chiral interactions and noncommutative space and has been extensively studied in the field of condensed matter physics. Its applications include studying phase transitions, quantum entanglement, and topological states of matter. Compared to other lattice models, it differs in its treatment of symmetries and topological properties, and exhibits unique phases and behavior.
  • #1
ensabah6
695
0
Hello,

I know that Wen might be able to get W Z gauge bosons and chiral neutrinos using his lattice bosonic models he is unable to get chiral interactions using standard bosonic lattice on minkowski space.

If instead he used Connes' noncommutative space would he be able to get chiral interactions?
 
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  • #2
No, and he would loose the W and Z bosons too.
 
  • #3
Bob_for_short said:
No, and he would loose the W and Z bosons too.

why? doesn't the noncommutative SM contain WZ and Higgs?
 

1. What is the Wen bosonic lattice model?

The Wen bosonic lattice model is a theoretical model that describes the behavior of quantum particles on a lattice structure. It was proposed by physicist Xiao-Gang Wen in 1989 and has been extensively studied in the field of condensed matter physics.

2. What are chiral interactions in the context of the Wen bosonic lattice model?

In the Wen bosonic lattice model, chiral interactions refer to interactions between particles that only occur in one direction along the lattice. This means that the interactions are asymmetric and depend on the orientation of the particles relative to each other.

3. How does noncommutative space play a role in the Wen bosonic lattice model?

In the Wen bosonic lattice model, noncommutative space refers to the fact that the position and momentum of particles do not commute, meaning their values cannot be simultaneously measured with complete accuracy. This noncommutativity is a fundamental aspect of quantum mechanics and is incorporated into the model to accurately describe the behavior of quantum particles on a lattice.

4. What are the applications of the Wen bosonic lattice model?

The Wen bosonic lattice model has been used to study a wide range of physical phenomena, including phase transitions, quantum entanglement, and topological states of matter. It has also been applied to other areas of physics, such as high-energy physics and cosmology.

5. How does the Wen bosonic lattice model differ from other lattice models?

The Wen bosonic lattice model differs from other lattice models in its treatment of symmetries and topological properties. It incorporates chiral interactions and noncommutative space, which are not present in many other lattice models. Additionally, the Wen bosonic lattice model has been shown to exhibit unique phases and behavior that are not seen in other lattice models.

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