Pages that link to "Item:Q2442290"
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The following pages link to Coxeter spectral classification of almost \(TP\)-critical one-peak posets using symbolic and numeric computations. (Q2442290):
Displaying 14 items.
- A Gram classification of non-negative corank-two loop-free edge-bipartite graphs (Q272348) (← links)
- Structure and a Coxeter-Dynkin type classification of corank two non-negative posets. (Q486202) (← links)
- Applications of matrix morsifications to Coxeter spectral study of loop-free edge-bipartite graphs (Q491595) (← links)
- A framework for Coxeter spectral classification of finite posets and their mesh geometries of roots. (Q1950019) (← links)
- A Coxeter type classification of one-peak principal posets (Q2332382) (← links)
- On Coxeter type study of non-negative posets using matrix morsifications and isotropy groups of Dynkin and Euclidean diagrams. (Q2346584) (← links)
- One-peak posets with positive quadratic Tits form, their mesh translation quivers of roots, and programming in Maple and Python (Q2427915) (← links)
- On algorithmic Coxeter spectral analysis of positive posets (Q2656718) (← links)
- Programming in PYTHON and an algorithmic description of positive wandering on one-peak posets (Q2857381) (← links)
- Symbolic and numerical computation in determining \(P\)-critical unit forms and Tits \(P\)-critical posets (Q2857434) (← links)
- A computation of positive one-peak posets that are Tits-sincere (Q2893054) (← links)
- (Q5074868) (← links)
- Algorithmic computation of principal posets using Maple and Python (Q5173848) (← links)
- On the transitivity coefficients for minimal posets with nonpositive quadratic Tits form (Q6187923) (← links)
