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Sebastien Palcoux
Sebastien Palcoux
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Let $(N \subset M)$ be ana unital inclusion of ${\rm II}_1$ factors, with the following principal graph (called two-side TLJ) enter image description here
Question: Is $(N \subset M)$ a maximal subfactor?

Let $(N \subset M)$ be an inclusion of ${\rm II}_1$ factors, with the following principal graph (called two-side TLJ) enter image description here
Question: Is $(N \subset M)$ a maximal subfactor?

Let $(N \subset M)$ be a unital inclusion of ${\rm II}_1$ factors, with the following principal graph (called two-side TLJ) enter image description here
Question: Is $(N \subset M)$ a maximal subfactor?

Source Link
Sebastien Palcoux
Sebastien Palcoux
  • 27k
  • 5
  • 74
  • 186

Are the two-side TLJ subfactors maximal?

Let $(N \subset M)$ be an inclusion of ${\rm II}_1$ factors, with the following principal graph (called two-side TLJ) enter image description here
Question: Is $(N \subset M)$ a maximal subfactor?