List of publications
-
- 1.
-
D. Chruściński,
- Symplectic Orbits in Quantum State Space,
J. Math. Phys. 31,1587 (1990)
- 2.
-
D. Chruściński,
- Symplectic Structure of the von Neumann Equation,
Rep. Math. Phys. 29, 95 (1991).
- 3.
- D. Chruściński and P. Staszewski,
- On Asymptotic Solutions of
Belavkin's Stochastic Wave Equation,
Physica Scripta 45, 193 (1992).
- 4.
- D. Chruściński,
- Symplectic Structure for the non-Abelian Geometric Phase,
- Phys.
Lett. A 186, 1 (1994).
- 5
- D. Chruściński,
- Geometric Phase and the Controlability of Quantum Systems,
Rep. Math. Phys. 35, 63 (1995).
- 6.
- J. Kijowski and D. Chruściński,
-
Variational Principle for Electrodynamics of Moving Particles,
Gen. Rel. Grav. 27, 267 (1995).
- 7.
- D. Chruściński and J. Kijowski,
-
Equations of Motion from Field Equations and A Gauge-invariant Variational
Principle for the Motion of Charged Particles
J. Geom. Phys. 20, 393 (1996).
- 8.
- D. Chruściński and J. Kijowski,
-
Equations of Motion of Charged Test Particles from Field Equations,
Acta Phys. Pol. B 27, 2727 (1996).
- 9.
- D. Chruściński and J. Kijowski,
-
Gauge-invariant Theory of Motion of Charged Test Particles,
-
in "Gravity, Particles and Space-Time" ed. by P. Pronin and G. Sardanashvily
World Scientific, Singapore, 1996, pp. 29-50.
- 10.
- D. Chruściński and J. Kijowski,
-
Generation of a particle's dipole moment in nonlinear electrodynamics,
Proceedings of the 21Colloquium on Physical Applications and Mathematical
Aspects of Geometry, Groups and Algebras,
Editors: H.-D. Doebner, W. Scherer, C. Schulte, World Scientific, Singapore
1997, 726-729.
- 11.
-
D. Chruściński and J. Kijowski,
-
Generation of a Dipole Moment by External Field in Born-Infeld Non-linear
Electrodynamics,
C. R. Acad. Sci., Paris 324, Serie IIb, 435 (1997).
- 12.
-
D. Chruściński and J. Kijowski,
-
Generation of multipole moments by external field in Born-Infeld non-linear
electrodynamics,
J. Phys. A: Math. Gen. 31, 269 (1998).
- 13.
-
D. Chruściński and J. Kijowski,
-
A Gauge-invariant Hamiltonian Structure for the Motion of Charged Particles,
J. Geom. Phys. 27, 49 (1998).
- 14.
-
D. Chruściński,
- Point charge in the Born-Infeld electrodynamics,
Phys. Lett. A 240, 8 (1998).
- 15.
-
D. Chruściński,
- Canonical formalism for the Born-Infeld particle,
J. Phys. A: Math. Gen. 31, 5775 (1998).
- 16.
- D. Chruściński,
-
Hamiltonian Structure for Classical Electrodynamics of a Point Particle,
Rep. Math. Phys. 41, 13 (1998).
- 17.
- D. Chruściński and H. Roemer,
- Dynamics of the Born-Infeld dyons,
J. Phys. A: Math. Gen. 32, L263 (1999).
- 18.
- D. Chruściński,
- SO(2) symmetry of a Maxwell p-form theory,
Lett. Math. Phys. 48, 385 (1999).
- 19.
- D. Chruściński,
-
Symplectic reduction of p-form electrodynamics,
Rep. Math. Phys.
45, 121 (2000).
- 20.
- D. Chruściński,
- Strong field limit of the Born-Infeld p-form theory,
Phys. Rev.
D 62, 105007 (2000).
- 21.
- D. Chruściński,
- Head or tail: the dilemma of electrodynamics,
in "Quantum theory and Symmetries", Eds. H.-D. Doebner, J.D
Henning, W. Luecke, V.K Dobrev
World Scientific Publishing, Singapore, 2000, p. 10.
- 22.
- D. Chruściński,
- Quasi-local structure of p-form theory,
Acta Phys. Pol. B 32, 147 (2001).
- 23.
- D. Chruściński,
- Resonant states and classical damping,
Open
Sys. Information Dyn. 9, 207 (2002).
- 24.
- D. Chruściński,
- Quantization conditions and p-form
electrodynamics,
Int. J. Mod. Phys. A 18,
41 (2003).
- 25.
- D. Chruściński,
-
Quantum mechanics of damped systems,
J. Math. Phys. 44,
3718 (2003).
- 26.
- D. Chruściński,
- Deformation quantization of damped systems,
Proceedings of the 24th International Colloquium on Group
Theoretical Methods in Physics, Institute of Physics,
Conference Series Number 173, 2003, pp.
519-522.
- 27.
- D. Chruściński,
- Quantum Mechanics of Damped Systems II. Damping and Parabolic Potential
Barrier,
J. Math. Phys. 45, 841 (2004).
- 28.
- D. Chruściński,
- Spectral properties of the squeeze operator,
Phys. Lett. A 327, 290 (2004).
- 29.
- D. Chruściński and K. Mlodawski,
- Wigner function and
Schroedinger equation in phase space representation ,
Phys. Rev. A 71, 052104 (2005).
- 30.
- D. Chruściński and J. Jurkowski,
- Quantum damped oscillator I:
dissipation and resonances ,
Ann. Phys. 321,
854 (2006) .
- 31.
- D. Chruściński,
- Quantum damped oscillator II:
Bateman's Hamiltonian vs. 2D Parabolic Potential Barrier,
Ann. Phys. 321, 840 (2006) .
- 32.
- D. Chruściński,
- Phase-space approach to Berry's phases,
Open Sys. Information Dyn. 13, 67 (2006).
- 33.
- D. Chruściński and A. Kossakowski,
- On partially entanglement
breaking channels,
Open Sys. Information Dyn.
13, 17 (2006).
- 34.
- D. Chruściński and A. Kossakowski,
- On multipartite invariant
states I. Unitary symmetry,
Phys. Rev. A 73, 062313 (2006).
- 35.
- D. Chruściński and A. Kossakowski,
- On multipartite invariant states
II. Orthogonal symmetry,
Phys. Rev. A 73, 062314 (2006).
- 36.
- D. Chruściński and A. Kossakowski,
- Class of positive partial
transposition states,
Phys. Rev. A 74, 022308
(2006).
- 37.
- D. Chruściński,
- Geometric aspects of quantum mechanics and quantum
entanglement,
J. Phys: Conference Series, 30,
9 (2006).
- 38.
- D. Chruściński,
- Koopman's approach to dissipation,
Rep. Math. Phys. 57, 319 (2006).
- 39.
- D. Chruściński and A. Kossakowski,
- Rotationally invariant
multipartite states,
Open Systems and Inf. Dynamics,
14, 25 (2007).
- 40.
- D. Chruściński and A. Kossakowski,
- On the structure of
entanglement witnesses and new class of positive indecomposable
maps,
Open Systems and Inf. Dynamics, 14,
275 (2007).
- 41.
- D. Chruściński and A. Kossakowski,
- On circulant states with positive
partial transpose,
Phys. Rev. A 76, 032308
(2006).
- 42.
- D. Chruściński and A. Kossakowski,
- Quantum Entanglement and
Symmetry,
J. Phys.: Conference Series 87, 012008 (2007).
- 43.
- D. Chruściński, J. Jurkowski and A. Kossakowski,
- Quantum states with
strong positive partial transpose,
Phys. Rev. A 77, 022113 (2008).
- 44.
- D. Chruściński and A. Kossakowski,
- How to construct indecomposable
entanglement witnesses,
J. Phys. A: Math. Theor.
41, 145301 (2008).
- 45.
- D. Chruściński and A. Kossakowski,
-
A class of positive atomic maps,
J. Phys. A: Math. Theor.
41, 215201 (2008).
- 46.
- D. Chruściński and A. Pittenger,
- Generalized Circulant
Densities and a Sufficient Condition for Separability,
J. Phys. A: Math. Theor. 41, 385301
(2008).
- 47.
- D. Chruściński and A. Kossakowski,
- Circulant decompositions
for bipartite quantum systems,
Int. J. Quantum
Computation 6, 627 (2008).
- 48.
- D. Chruściński and A. Kossakowski,
- Multipartite Circulant
States with Positive Partial Transpose,
Open Sys. Information Dyn. 15, 189 (2008).
- 49.
- D. Chruściński and A. Kossakowski,
- Permutations and quantum
entanglement,
Journal of Physics: Conference Series 104,
012002 (2008).
- 50.
- E. Bruenning, D. Chruściński, and F. Petruccione,
-
Parameterizing density matrices for composite quantum systems,
Open Sys. Inf. Dynamics, 15, 397 (2008).
- 51.
- D. Chruściński and G. Marmo,
- Remarks on the GNS
Representation and the Geometry of Quantum States,
Open Sys. Inf. Dynamics, 16, 157 (2009).
- 52.
- D. Chruściński and A. Kossakowski,
- Spectral properties
of positive maps,
Comm. Math. Phys. 290, 1051 (2009).
- 53.
- D. Chruściński,
- Quantum Entanglement and Circulant
States,
Quantum Bio-Informatics II, Quantum Probability and White Noise
Analysis XXIV, 2009, 42-55.
- 54.
- D. Chruściński and A. Kossakowski,
- Geometry of quantum
states: new construction of positive maps,
Phys. Lett. A 373, 2301 (2009).
- 55.
- J. Jurkowski, D. Chruściński, and A. Rutkowski,
- A class of
bound entangled states of two qutrits,
Open Sys. Inf. Dynamics, 16, 235 (2009).
- 56.
- D. Chruściński, A. Kossakowski, and G. Sarbicki,
-
Spectral conditions for entanglement witnesses versus bound
entanglement,
Phys. Rev. A 80, 042314 (2009).
- 57.
- D. Chruściński, J. Pytel, and G. Sarbicki,
-
Constructing optimal entanglement witnesses,
Phys. Rev.
A 80, 062314 (2009).
- 58.
- D. Chruściński, A. Kossakowski, and S. Pascazio,
-
Long-time memory in non-Markovian evolution,
Phys. Rev. A
81, 032101 (2010).
- 59.
- D. Chruściński,
- Positive maps, doubly stochastic
matrices and new family of spectral conditions,
Journal of Physics: Conference Series 213,
012003 (2010).
- 60.
- D. Chruściński and A. Kossakowski,
- Non-Markovian quantum
dynamics: local versus non-local,
Phys. Rev. Lett. 104, 070406 (2010).
- 61.
- D. Chruściński,
- Spectral properties of entanglement
witnesses and positive maps,
Quantum Bio-Informatics III, Quantum Probability and White Noise
Analysis XXV, 2010, 49-58.
- 62.
- D. Chruściński,
- Quantum entanglement and multipartite
symmetric states,
Quantum Bio-Informatics III, Quantum Probability and White Noise
Analysis XXV, 2010, 59-80.
- 63.
- D. Chruściński and J. Jurkowski,
- Memory in a nonlocally
damped oscillator,
Quantum Bio-Informatics III, Quantum Probability and White Noise
Analysis XXV, 2010, 155-160.
- 64.
- J. Jurkowski and D. Chruściński,
- Estimating Concurrence via
Entanglement Witnesses
Phys. Rev. A 81, 052308 (2010).
- 65.
- B. Bylicka and D. Chruściński,
- Witnessing quantum discord in
2 x N systems,
Phys. Rev. A 81, 062102 (2010).
- 66.
- D. Chruściński, A. Kossakowski, P. Aniello, G. Marmo, F.
Ventriglia,
- Commutative dynamics of open quantum systems,
Open Sys. Inf. Dynamics, 17, 255 (2010).
- 67.
- D. Chruściński, A. Kossakowski, T. Matsuoka, K. Mlodawski,
-
A class of Bell diagonal states and entanglement witnesses,
Open Sys. Inf. Dynamics, 17, 235 (2010).
- 68.
- L. Accardi, D. Chruściński, A. Kossakowski, T. Matsuoka, M. Ohya,
-
On classical and quantum liftings,
Open Sys. Inf. Dynamics, 17, 361 (2010).
- 69.
- D. Chruściński and J. Pytel,
- Constructing optimal
entanglement witnesses II: witnessing entanglement in 4N x 4N
systems,
Phys. Rev. A 82, 052310 (2010).
- 70.
- D. Chruściński and A. Kossakowski,
- Spectral conditions
for positive maps and entanglement witnesses,
Journal of Physics: Conference Series 213,
012003 (2010).
- 71.
- D. Chruściński and A. Kossakowski,
- Bell diagonal states with
maximal abelian symmetry,
Phys. Rev. A 82, 064301 (2010).
- 72.
- J. Jurkowski, D. Chruściński, and A. Rutkowski,
- Local Numerical
Range for a Class of 2 x d Hermitian Operators,
- Open Sys.
Inf. Dynamics, 17, 347 (2010).
- 73.
- D. Chruściński and A. Kossakowski,
- On the symmetry of
the seminal Horodecki state,
Phys. Lett. A 375, 434 (2011).
- 74.
- D. Chruściński and J. Pytel,
- Optimal entanglement witnesses
from generalized reduction and Robertson maps,
J. Phys. A: Math. Theor. 44, 165304 (2011).
- 75.
- D. Chruściński and A. Kossakowski,
- Non-Markovian
dynamics of quantum systems
Quantum Bio-Informatics IV, Quantum Probability and White Noise
Analysis XXVIII, 2011, 59-80.
- 76.
- D. Chruściński Y. Hirota, T. Matsuoka and M. Ohya,
- Remarks
on the degree of entanglement,
Quantum Bio-Informatics IV, Quantum Probability and White Noise
Analysis XXVIII, 2011, 145-156.
- 77.
- D. Chruściński, A. Kossakowski, T. Matsuoka and M. Ohya,
-
Entanglement mapping vs. quantum conditional probability
operator,
Quantum Bio-Informatics IV, Quantum Probability and White Noise
Analysis XXVIII, 2011, 223-236.
- 78.
- D. Chruściński and A. Kossakowski,
- CConstructing positive
maps in matrix algebras,
in "Quantum Dynamics and Information", eds. R. Olkiewicz, W.
Cegla, A. Frydryszak, P. Garbaczewski, L. Jakobczyk, World
Scientific, 2011, pp. 37-58.
-
- 79.
- D. Chruściński and A. Kossakowski,
-
Spectral conditions for positive maps and entanglement witnesses,
Journal of Physics: Conference Series 284,
012017 (2011).
- 80.
- D. Chruściński and A. Kossakowski,
- Local
approach to the non-Markovian evolution of quantum systems,
Int. J. Quant. Inf. 9, 129 (2011).
- 81.
- D. Chruściński and A. Rutkowski,
-
Entanglement witnesses for d x d systems and new classes of
entangled qudit states,
Eur. Phys. J. D 62, 273 (2011).
- 82.
- D. Chruściński, Kossakowski and A. Rivas,
-
On measures of non-Markovianity: divisibility vs. backflow
of information,
Phys. Rev. A 83, 052128 (2011).
- 83.
- D. Chruściński and A. Rutkowski,
- A
family of generalized Horodecki-like entangled states
Phys. Lett. A 375, 2793 (2011).
- 84.
- D. Chruściński, A. Kossakowski, G. Marmo and
E.C.G. Sudarshan,
- Dynamics of Interacting Classical and
Quantum Systems,
Open Sys. Information Dyn. 18, 339 (2011).
- 85.
- D. Chruściński and F. A. Wudarski,
-
Geometry of entanglement witnesses for two qutrits,
Open Sys. Inf. Dynamics, 18, 387 (2011).
- 86.
- D. Chruściński and A. Kossakowski,
- From
Markovian semigroup to non-Markovian quantum evolution,
EPL, 97, 20005 (2012).
- 87.
- D. Chruściński and A. Kossakowski,
- Markovian
vs. non-Markovian quantum evolution: geometric perspective,
Int. J. Geom. Meth. Mod. Phys. 9, 1260019
(2012).
- 88.
- D. Chruściński and G. Sarbicki,
- Exposed
positive maps: a sufficient condition,
J. Phys. A: Math. Theor. 45, 115304 (2012).
- 89.
- D. Chruściński, P. Facchi, G. Marmo, and S.
Pascazio,
- The observables of a dissipative quantum
system,
Open Sys. Information Dyn. 19, 1250002 (2012). -
- 90.
- B. Bylicka and D. Chruściński,
- Circulant
states with vanishing quantum discord,
- Open Sys.
Information Dyn. 19, 1250006 (2012).
- 91.
- D. Chruściński and A. Kossakowski,
-
Markovianity criteria for quantum evolution,
J. Phys. B: At. Mol. Opt. Phys. 45, 154002
(2012).
- 92.
- D. Chruściński and A.F. Wudarski,
- Geometry of
entanglement witnesses parameterized by SO(3) group,
Open Sys. Information Dyn. 19, 1250020 (2012).
- 93.
- D. Chruściński and G. Sarbicki,
- Exposed
positive maps in M_4(C),
- Open Sys. Information Dyn.
19, 1250017 (2012).
- 94.
- D. Chruściński and A. Kossakowski,
-
Characterizing non-Markovian dynamics,
- in "Geometric
Methods in Physics", Birkhauser, 2013, pp. 285-293.
-
95.
- D. Chruściński and A. Kossakowski,
- On
non-Markovian quantum evolution,
- Quantum Bio-Informatics
V, Quantum Probability and White Noise Analysis XXX, pp.
117-126, 2013.
- 96.
- G. Sarbicki and D. Chruściński,
- A class of
exposed indecomposable positive maps,
- J. Phys. A: Math.
Theor. 46, 015306 (2013).
- 97.
- D. Chruściński,
- Quantum-correlation breaking
channels, quantum conditional probability and Perron-Frobenius
theory,
Phys. Lett. A 377, 606 (2013).
- 98.
- D. Chruściński,
- Mathematical aspects of local
in time master equations,
Phys. Scr. 87, 038102 (2013).
- 99.
- D. Chruściński V. Man'ko, G. Marmo, and F. Ventriglia,
- Stochastic evolution of finite level systems: classical
vs. quantum ,
Phys. Scr. 87, 045015 (2013).
- 100.
- D. Chruściński,
- Characterizing non-Markovian
quantum evolution
Phys. Scr. T153, 014009 (2013).
- 101.
- D. Chruściński and F. Wudarski,
- Non-Markovian
random unitary qubit dynamics,
- Phys. Lett. A 377,
1425 (2013).
- 102.
- B. Bylicka, D. Chruściński, and J. Jurkowski,
-
On separable decompositions of quantum states with strong
positive partial transposes,
- J. Phys. A: Math. Theor.
46, 205303 (2013).
- 103.
- D. Chruściński,
-
Stochastic evolution of classical and quantum systems,
-
Il Nuovo Cimento C 36, 65 (2013).
- 104.
- J. P. Zwolak and D. Chruściński,
-
New tools for investigating positive maps in matrix algebras,
-
Rep. Math. Phys. 71, 163 (2013).
- 105.
- D. Chruściński and G. Sarbicki,
-
Optimal entanglement witnesses for two qutrits,
- Open
Sys. Information Dyn. 20, 1350006 (2013).
-
- 106.
- D. Chruściński,
-
Detecting Quantum Entanglement: Positive Mpas and
Entanglement Witnesses,
- in Open Systems, Entanglement
and Quantum Optics, InTech (2013) pp 21-40.
- 107.
- D. Chruściński and A. Kossakowski,
-
Feshbach projection formalism for open quantum systems,
-
Phys. Rev. Lett. 111, 050402 (2013).
- 108.
- P. Należyty and D. Chruściński,
-
Decoherence-Free Subspaces for a Quantum Register
Interacting with a Spin Environment,
-
Open Syst. Inf. Dyn. 20, 1350014 (2013).
- 109.
- D. Chruściński, T. Matsuoka, T. Saito, Y. Hirota,
and M. Asano,
-
On Symmetric Bound Entangled States of Two Qudits,
-
Open Syst. Inf. Dyn. 20, 1350013 (2013).
- 110.
- D. Chruściński,
-
Quantum dynamics of finite level systems - Markovianity
criteria,
-
in Symmetries and Groups in Contemporary Physics, Eds. Ch. Bai,
J.-P. Gazeau, and M.-L. Ge, World Scientific, 2013, pp. 271-276.
- 111.
- D. Chruściński and A. Kossakowski,
-
Witnessing non-Markovianity of quantum evolution,
-
Eur. Phys. J. D 68, 7 (2014).
- 112.
- D. Chruściński,
-
On Time-Local Generators of Quantum Evolution,
-
Open Syst. Inf. Dyn. 21, 1440004 (2014).
- 113.
- D. Chruściński and S. Maniscalco,
-
Degree of Non-Markovianity of Quantum Evolution,
-
Phys. Rev. Lett. 112, 120404 (2014).
- 114.
- D. Chruściński and G. Sarbicki,
- Disproving the conjecture on the structural physical
approximation to optimal decomposable entanglement witnesses,
- J. Phys. A: Math. Theor. 47, 195301 (2014).
- 115.
- D. Chruściński,
- On Kossakowski Construction of Positive Maps on Matrix
Algebras,
- Open Syst. Inf. Dyn. 21, 1450001 (2014).
- 116.
- J.P. Zwolak and D. Chruściński,
-
Recurrent construction of optimal entanglement witnesses for
2N-qubit systems,
-
Phys. Rev. A 89, 052314 (2014).
- 117.
- A. Napoli, M. Guccione, A. Messina, and D.
Chruściński,
-
Interaction-free evolving states of a bipartite system,
-
Phys. Rev. A 89, 062104 (2014).
- 118.
- B. Bylicka, D. Chruściński, and S. Maniscalco,
-
Non-Markovianity and reservoir memory of quantum channels: a
quantum information theory perspective,
-
Scientific Reports 4, 5720 (2014).
- 119.
- D. Chruściński,
-
A class of symmetric Bell diagonal entanglement witnesses -
a geometric perspective,
-
J. Phys. A: Math. Theor. 47, 424033 (2014).
- 120.
- C. Addis, B. Bylicka, D. Chruściński, and S.
Maniscalco,
-
Comparative study of non-Markovianity measures in exactly
solvable one- and two-qubit models,
-
Phys. Rev. A 90, 052103 (2014).
- 121.
- D. Chruściński and G. Sarbicki
-
Entanglement witnesses: construction, analysis and
classification,
-
J. Phys. A: Math. Theor. 47, 483001 (2014).
(Topical Review)
- 122.
- D. Chruściński and F. Wudarski,
-
Non-Markovianity degree for random unitary evolution,
-
Phys. Rev. A 91, 012104 (2015).
- 123.
- F. Wudarski, P. Należyty, G. Sarbicki, and D.
Chruściński,
-
Admissible memory kernels for random unitary qubit evolution,
-
Phys. Rev. A 91, 042105 (2015).
- 124.
- D. Chruściński, A. Messina, B. Militello, and A.
Napoli,
-
Interaction-free evolutions in the presence of
time-dependent Hamiltonians,
-
Phys. Rev. A 91, 042123 (2015).
- 125.
- D. Chruściński, A. Napoli, M. Guccione, P. Należyty,
and A. Messina,
-
Interaction free and decoherence free states,
-
Phys. Scr. 90, 074040 (2015).
- 126.
- D. Chruściński,
-
Spectral properties of circulant positive maps: classical
versus quantum,
-
Phys. Scr. 90, 074061 (2015).
- 127.
- K. Siudzińska and D. Chruściński,
-
Decoherence of a qubit as a diffusion on the Bloch sphere,
-
J. Phys. A: Math. Theor. 48, 405202 (2015).