Rok 2018

1 (2/2018) Karnas, K.; Sawicki, A.;
When is a product of finite order qubit gates of infinite order?
Journal of Physics A-Mathematical and Theoretical, (doi), i. 7, vol. 51, (2018-01-22)

2 (1/2018) Maci±żek, T.; Sawicki, A.;
Asymptotic properties of entanglement polytopes for large number of qubits
Journal of Physics A-Mathematical and Theoretical, (doi), (link), (2018-01-03)


Rok 2017

3 (4/2017) Maci±żek, T.; Sawicki, A.;
Torsion in Cohomology Groups of Configuration Spaces
ACTA PHYSICA POLONICA A, (doi), (link), i. 137, vol. 6, p. 1695-1698, (2017-12-01)

4 (3/2017) Sawicki, A.; Karnas, K.;
Universality of Single-Qudit Gates
ANNALES HENRI POINCARE, (doi), (link), i. 11, vol. 18, p. 3515–3552, (2017-11-05)

5 (2/2017) Maci±żek, T.; Sawicki, A.;
Homology groups for particles on one-connected graphs
Journal of Mathematical Physics, (doi), (link), i. 6, vol. 58, p. 062103, (2017-06-07)

6 (1/2017) Sawicki, A.; Karnas, K.;
Criteria for universality of quantum gates
PHYSICAL REVIEW A, (doi), (link), vol. 95, p. 062303, (2017-06-05)


Rok 2016

7 (1/2016) Sawicki, A.;
Universality of beamslitters
QUANTUM INFORMATION & COMPUTATION, (link), i. No. 3&4, vol. Vol. 16, p. 0291–0312, (2016-03-01)


Rok 2015

8 (1/2015) Maci±żek, T.; Sawicki, A.;
Critical points of the linear entropy for pure L-qubit states
Journal of Physics A-Mathematical and Theoretical, (doi), (link), vol. 48, (2015-01-01)


Rok 2014

9 (4/2014)Harrison, J. M.; Keating, J. P.; Robbins, J. M.; Sawicki, A.;
n-Particle Quantum Statistics on Graphs
COMMUNICATIONS IN MATHEMATICAL PHYSICS, (doi), (link), i. 3, vol. 330, p. 1293-1326, (2014-06-01)

10 (3/2014) Sawicki, A.; Oszmaniec, M.; Ku¶, M.;
Convexity of momentum map, Morse index, and quantum entanglement
REVIEWS IN MATHEMATICAL PHYSICS, (doi), (link), i. 3, vol. 26, p. 1450004, (2014-03-26)

11 (2/2014) Ławniczak, M.; Sawicki, A.; Bauch, S.; Ku¶, M.; Sirko, L.;
Resonances and poles in isoscattering microwave networks and graphs
PHYSICAL REVIEW E, (doi), (link), i. 3, vol. 89, p. 032911, (2014-03-13)

12 (1/2014) Oszmaniec, M.;Suwara, P.; Sawicki, A.;
Geometry and topology of CC and CQ states
Journal of Mathematical Physics, (doi), (link), vol. 55, p. 62204, 20 str., (2014-01-01)


Rok 2013

13 (6/2013) Ławniczak, M.; Bauch, S.; Sawicki, A.; Ku¶, M.; Sirko, L.;
Isoscattering Microwave Networks - The Role of the Boundary Conditions
ACTA PHYSICA POLONICA A, (doi), (link), i. 6, vol. 124, p. 1078-1081, (2013-12-31)

14 (5/2013) Maci±żek, T.; Oszmaniec, M.; Sawicki, A.;
How many invariant polynomials are needed to decide local unitary equivalence of qubit states?
Journal of Mathematical Physics, (doi), (link), vol. 54, p. 92201 (15 stron), (2013-08-14)

15 (4/2013) Sawicki, A.;Tsanov, V. V.;
A link between quantum entanglement, secant varieties and sphericity
Journal of Physics A-Mathematical and Theoretical, (doi), (link), vol. 46, p. 265301, (2013-06-06)

16 (3/2013) Hul, O.; Ławniczak, M.; Bauch, S.; Sawicki, A.; Ku¶, M.; Sirko, L.;
Are Scattering Properties of Networks Uniquely Connected to Their Shapes?
Low-Dimensional Functional Materials, (doi), p. 127-137, (2013-04-05)

17 (2/2013)Huckleberry, A.; Ku¶, M.; Sawicki, A.;
Bipartite entanglement, spherical actions, and geometry of local unitary orbits
Journal of Mathematical Physics, (doi), (link), i. 2, vol. 54, p. 022202, (2013-02-21)

18 (1/2013) Sawicki, A.;Walter, M.; Ku¶, M.;
When is a pure state of three qubits determined by its single-particle reduced density matrices?
Journal of Physics A-Mathematical and Theoretical, (doi), (link), i. 5, vol. 46, p. 055304, (2013-01-21)