Variety of Orthogonal Frames Analysis
Analysis
Key Takeaways
- •Investigates the algebraic variety of orthogonal frames.
- •Provides classifications and criteria for key properties of the variety and associated ideal.
- •Offers applications to the theory of Lovász-Saks-Schrijver ideals.
“The paper classifies the irreducible components of V(d,n), gives criteria for the ideal I(d,n) to be prime or a complete intersection, and for the variety V(d,n) to be normal. It also gives near-equivalent conditions for V(d,n) to be factorial.”