activity
20022009
most citedOn polynomial invariants of several qubits

82 citations · 127 across the 14 of their papers we have counts for

collaborators

14 papers

math.CO20096 cited

Classification of near-normal sequences

Dragomir Z. Djokovic

We introduce a canonical form for near-normal sequences NN(n), and using it we enumerate the equivalence classes of such sequences for even n up to 30. These sequences are needed f…

quant-ph200882 cited

On polynomial invariants of several qubits

Andreas Osterloh, Dragomir Z. Djokovic

It is a recent observation that entanglement classification for qubits is closely related to local $SL(2,\CC)$-invariants including the invariance under qubit permutations, which h…

math.AC2007

Quaternionic matrices: Unitary similarity, simultaneous triangularization and some trace identities

Dragomir Z. Djokovic, Benjamin H. Smith

We construct six unitary trace invariants for 2 by 2 quaternionic matrices which separate the unitary similarity classes of such matrices, and show that this set is minimal. We pro…

math.AC2007

On orthogonal and special orthogonal invariants of a single matrix of small order

Dragomir Z. Djokovic

We study the structure of the algebra of polynomial invariants for the usual conjugation action of the complex special, SO_n, and general, O_n, orthogonal group on the space of tra…

math-ph2007

On orthostochastic, unistochastic and qustochastic matrices

Oleg Chterental, Dragomir Z. Djokovic

We introduce qustochastic matrices as the bistochastic matrices arising from quaternionic unitary matrices by replacing each entry with the square of its norm. This is the quaterni…

math.CO20074 cited

Skew-Hadamard matrices of orders 188 and 388 exist

Dragomir Z. Djokovic

We construct several difference families on cyclic groups of orders 47 and 97, and use them to construct skew-Hadamard matrices of orders 188 and 388. Such difference families and…