Pages that link to "Item:Q555559"
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The following pages link to A graph theoretic method for determining generating sets of prime ideals in quantum matrices (Q555559):
Displaying 11 items.
- Quantum matrices by paths. (Q482298) (← links)
- Torus-invariant prime ideals in quantum matrices, totally nonnegative cells and symplectic leaves. (Q641894) (← links)
- From Grassmann necklaces to restricted permutations and back again (Q2408719) (← links)
- Basic quadratic identities on quantum minors (Q2664486) (← links)
- A study in \(\mathbb{G}_{\mathbb{R} , \geq 0} ( 2 , 6 )\): from the geometric case book of Wilson loop diagrams and SYM \(N =4\) (Q2693189) (← links)
- Every Quantum Minor Generates an Ore Set (Q3515934) (← links)
- The prime spectrum of quantum SL3 and the Poisson prime spectrum of its semiclassical limit (Q4642695) (← links)
- Separating Ore sets for prime ideals of quantum algebras (Q5357060) (← links)
- On universal quadratic identities for minors of quantum matrices (Q5916017) (← links)
- On universal quadratic identities for minors of quantum matrices (Q5920073) (← links)
- Total Positivity is a Quantum Phenomenon: The Grassmannian Case (Q6070006) (← links)
