Ideal Spaces of the Haagerup Tensor Product of Ternary Rings of Operators

Key Points

• This work characterizes the primal, factorial, and glimm ideals of the Haagerup tensor product.
• The study reveals key relationships between the generated ideals in the Haagerup tensor product space.
• Understanding ideals enhances comprehension of the structure of ternary rings of operators.
• The findings have broader implications for the field of operator algebras and their applications.