Stefan Trandafir

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20222026

n

-qubit systems

4 citations · 8 across the 9 of their papers we have counts for

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math.CO2023

External columns and chambers of vector partition functions

Stefan Trandafir

The vector partition function $p_{A}$ associated to a $d \times n$ matrix $A$ with integer entries is the function $Z^{d} \to N$ defined by $\mathbf{b} \to \#\{\mathb…

math.RT2023

All linear symmetries of the $SU (3)$ tensor multiplicities

Emmanuel Briand, Mercedes Rosas, Stefan Trandafir

The $SU (3)$ tensor multiplicities are piecewise polynomial of degree $1$ in their labels. The pieces are the chambers of a complex of cones. We describe in detail this cha…

External columns and chambers of vector partition functions

All linear symmetries of the SU(3) tensor multiplicities

All linear symmetries of the $SU (3)$ tensor multiplicities