Stefan Trandafir

activity

20222026

n

-qubit systems

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

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math.CO2022

Estimating and computing Kronecker Coefficients: a vector partition function approach

Marni Mishna, Stefan Trandafir

We study the Kronecker coefficients $g_{λ, μ, ν}$ via a formula that was described by Mishna, Rosas, and Sundaram, in which the coefficients are expressed as a signed sum of vector…

quant-ph2022★ 4 cited

Irreducible magic sets for $n$ -qubit systems

Stefan Trandafir, Petr Lisoněk, Adán Cabello

Magic sets of observables are minimal structures that capture quantum state-independent advantage for systems of $n \geq 2$ qubits and are, therefore, fundamental tools for investiga…

Estimating and computing Kronecker Coefficients: a vector partition function approach

Irreducible magic sets for n-qubit systems

Irreducible magic sets for $n$ -qubit systems