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I am curious about the following question:
Has research in LQG led to any breakthrough in mathematics or any mathematical new result so far?
Has research in LQG led to any breakthrough in mathematics or any mathematical new result so far?
Probably as well as many other things in physics. How well-defined is the path integral? But it surely has been important to mathematicians.How mathematically well-defined is LQG anyway?
- Development of spinnetwork theory (recoupling theory on a graph)I am curious about the following question:
Has research in LQG led to any breakthrough in mathematics or any mathematical new result so far?
Lack of interest just denote a lack of knowledge. By the way, many researchers doing LQG are based in Mathematical Departments. Because the work of developing LQG deals a lot with some nice mathematics.I wonder if there has been any advance in mathematics thanks to LQG. To the best of my knowledge that is not the case, and in fact LQG is regarded by mathematicians as completely uninteresting.