#### PhD thesis

**[1] Relativistic quantum cryptography**

*Centre for Quantum Technologies, National University of Singapore*(2015)

[arXiv:1512.00602]

#### Published articles

**[2] Extremal points of the quantum set in the Clauser-Horne-Shimony-Holt scenario: conjectured analytical solution**

A. Mikos-Nuszkiewicz,

**J. Kaniewski**

*Physical Review A*

**108**, 012212 (2023)

[arXiv:2302.10658] [DOI:10.1103/PhysRevA.108.012212]

**[3] Mutually unbiased measurements, Hadamard matrices, and superdense coding**

M. Farkas,

**J. Kaniewski**, A. Nayak

*IEEE Transactions on Information Theory*

**69**, 3814 (2023)

[arXiv:2204.11886] [DOI:10.1109/TIT.2023.3269524]

**[4] Optimality of any pair of incompatible rank-one projective measurements for some nontrivial Bell inequality**

G. Pereira Alves,

**J. Kaniewski**

*Physical Review A*

**106**, 032219 (2022)

[arXiv:2112.07582] [DOI:10.1103/PhysRevA.106.032219]

**[5] Quantum value for a family of I3322-like Bell functionals**

N. Gigena,

**J. Kaniewski**

*Physical Review A*

**106**, 012401 (2022)

[arXiv:2203.01837] [DOI:10.1103/PhysRevA.106.012401]

**[6] Quantifying incompatibility of quantum measurements through non-commutativity**

K. Mordasewicz,

**J. Kaniewski**

*Journal of Physics A: Mathematical and Theoretical*

**55**, 265302 (2022)

[arXiv:2110.10646] [DOI:10.1088/1751-8121/ac71eb]

**[7] Near-maximal two-photon entanglement for optical quantum communication at 2.1μm**

A. C. Dada,

**J. Kaniewski**, C. Gawith, M. Lavery, R. H. Hadfield, D. Faccio, M. Clerici

*Physical Review Applied*

**16**, L051005 (2021)

[arXiv:2106.10194] [DOI:10.1103/PhysRevApplied.16.L051005]

**[8] Self-testing quantum systems of arbitrary local dimension with minimal number of measurements**

S. Sarkar, D. Saha,

**J. Kaniewski**, R. Augusiak

*npj Quantum Information*

**7**, 151 (2021)

[arXiv:1909.12722] [DOI:10.1038/s41534-021-00490-3]

**[9] Mutually unbiased bases and symmetric informationally complete measurements in Bell experiments**

A. Tavakoli, M. Farkas, D. Rosset, J.-D. Bancal,

**J. Kaniewski**

*Science Advances*

**7**, eabc3847 (2021)

[arXiv:1912.03225] [DOI:10.1126/sciadv.abc3847]

**[10] Maximal randomness from partially entangled states**

E. Woodhead,

**J. Kaniewski**, B. Bourdoncle, A. Salavrakos, J. Bowles, A. Acín, R. Augusiak

*Physical Review Research*

**2**, 042028(R) (2020)

[arXiv:1901.06912] [DOI:10.1103/PhysRevResearch.2.042028]

**[11] Weak form of self-testing**

**J. Kaniewski**

*Physical Review Research*

**2**, 033420 (2020)

[arXiv:1910.00706] [DOI:10.1103/PhysRevResearch.2.033420]

**[12] Incompatibility robustness of quantum measurements: a unified framework**

S. Designolle, M. Farkas,

**J. Kaniewski**

*New Journal of Physics*

**21**, 113053 (2019)

[arXiv:1906.00448] [DOI:10.1088/1367-2630/ab5020]

**[13] Maximal nonlocality from maximal entanglement and mutually unbiased bases, and self-testing of two-qutrit quantum systems**

**J. Kaniewski**, I. Šupić, J. Tura, F. Baccari, A. Salavrakos, R. Augusiak

*Quantum*

**3**, 198 (2019)

[arXiv:1807.03332] [DOI:10.22331/q-2019-10-24-198]

**[14] Robust self-testing of two-qubit states**

T. Coopmans,

**J. Kaniewski**, C. Schaffner

*Physical Review A*

**99**, 052123 (2019)

[arXiv:1902.00870] [DOI:10.1103/PhysRevA.99.052123]

**[15] Self-testing mutually unbiased bases in the prepare-and-measure scenario**

M. Farkas,

**J. Kaniewski**

*Physical Review A*

**99**, 032316 (2019)

[arXiv:1803.00363] [DOI:10.1103/PhysRevA.99.032316]

**[16] Self-testing entangled measurements in quantum networks**

M. O. Renou,

**J. Kaniewski**, N. Brunner

*Physical Review Letters*

**121**, 250507 (2018)

[arXiv:1807.04956] [DOI:10.1103/PhysRevLett.121.250507]

**[17] Self-testing quantum states and measurements in the prepare-and-measure scenario**

A. Tavakoli,

**J. Kaniewski**, T. Vértesi, D. Rosset, N. Brunner

*Physical Review A*

**98**, 062307 (2018)

[arXiv:1801.08520] [DOI:10.1103/PhysRevA.98.062307]

**[18] Device independence for two-party cryptography and position verification with memoryless devices**

J. Ribeiro, T. Le Phuc,

**J. Kaniewski**, J. Helsen and S. Wehner

*Physical Review A*

**97**, 062307 (2018)

[arXiv:1606.08750] [DOI:10.1103/PhysRevA.97.062307]

**[19] Geometry of the set of quantum correlations**

K. T. Goh,

**J. Kaniewski**, E. Wolfe, T. Vértesi, X. Wu, Y. Cai, Y.-C. Liang, V. Scarani

*Physical Review A*

**97**, 022104 (2018)

[arXiv:1710.05892] [DOI:10.1103/PhysRevA.97.022104]

**[20] Self-testing of binary observables based on commutation**

**J. Kaniewski**

*Physical Review A*

**95**, 062323 (2017)

[arXiv:1702.06845] [DOI:10.1103/PhysRevA.95.062323]

**[21] Quantum preparation uncertainty and lack of information**

F. Rozpędek,

**J. Kaniewski**, P. J. Coles and S. Wehner

*New Journal of Physics*

**19**, 023038 (2017)

[arXiv:1606.05565] [DOI:10.1088/1367-2630/aa5d64]

**[22] A universal test for gravitational decoherence**

C. Pfister,

**J. Kaniewski**, M. Tomamichel, A. Mantri, R. Schmucker, N. McMahon, G. Milburn and S. Wehner

*Nature Communications*

**7**, 13022 (2016)

[arXiv:1503.00577] [DOI:10.1038/ncomms13022]

**[23] Analytic and nearly optimal self-testing bounds for the Clauser-Horne-Shimony-Holt and Mermin inequalities**

**J. Kaniewski**

*Physical Review Letters*

**117**, 070402 (2016)

[arXiv:1604.08176] [DOI:10.1103/PhysRevLett.117.070402]

**[24] Device-independent two-party cryptography secure against sequential attacks**

**J. Kaniewski**and S. Wehner

*New Journal of Physics*

**18**, 055004 (2016)

[arXiv:1601.06752] [DOI:10.1088/1367-2630/18/5/055004]

**[25] Practical relativistic bit commitment**

T. Lunghi,

**J. Kaniewski**, F. Bussières, R. Houlmann, M. Tomamichel, S. Wehner and H. Zbinden

*Physical Review Letters*

**115**, 030502 (2015)

[arXiv:1411.4917] [DOI:10.1103/PhysRevLett.115.030502]

**[26] Equivalence of wave-particle duality to entropic uncertainty**

P. J. Coles,

**J. Kaniewski**and S. Wehner

*Nature Communications*

**5**, 5814 (2014)

[arXiv:1403.4687] [DOI:10.1038/ncomms6814]

**[27] Entropic uncertainty from effective anticommutators**

**J. Kaniewski**, M. Tomamichel and S. Wehner

*Physical Review A*

**90**, 012332 (2014)

[arXiv:1402.5722] [DOI:10.1103/PhysRevA.90.012332]

**[28] Experimental bit commitment based on quantum communication and special relativity**

T. Lunghi,

**J. Kaniewski**, F. Bussières, R. Houlmann, M. Tomamichel, A. Kent, N. Gisin, S. Wehner and H. Zbinden

*Physical Review Letters*

**111**, 180504 (2013)

[arXiv:1306.4801] [DOI:10.1103/PhysRevLett.111.180504]

**[29] A monogamy-of-entanglement game with applications to device-independent quantum cryptography**

M. Tomamichel, S. Fehr,

**J. Kaniewski**and S. Wehner

*New Journal of Physics*

**15**, 103002 (2013)

[arXiv:1210.4359] [DOI:10.1088/1367-2630/15/10/103002]

**[30] Secure bit commitment from relativistic constraints**

**J. Kaniewski**, M. Tomamichel, E. Hänggi and S. Wehner

*IEEE Transactions on Information Theory*

**59**, 4687 (2013)

[arXiv:1206.1740] [DOI:10.1109/TIT.2013.2247463]

**[31] Acyclic versus cyclic π-electron delocalization. How is the substituent effect related to π-electron delocalization?**

M. Dobrowolski,

**J. Kaniewski**, T. Krygowski, M. Cyrański

*Collection of Czechoslovak Chemical Communications*

**74**, 115 (2009)

[DOI:10.1135/cccc2008171]

#### Refereed proceedings

**[32] Query complexity in expectation**

**J. Kaniewski**, T. Lee and R. de Wolf

*Automata, Languages, and Programming*

*Lecture Notes in Computer Science*

**9134**(2015)

[arXiv:1411.7280] [DOI:10.1007/978-3-662-47672-7_62]

**[33] One-sided device-independent QKD and position-based cryptography from monogamy games**

M. Tomamichel, S. Fehr,

**J. Kaniewski**and S. Wehner

*Advances in Cryptology -- EUROCRYPT 2013*

*Lecture Notes in Computer Science*

**7881**(2013)

[arXiv:1210.4359] [DOI:10.1007/978-3-642-38348-9_36]

#### Preprints

**[34] Biased random access codes**

G. Pereira Alves, N. Gigena,

**J. Kaniewski**

[arXiv:2302.08494]

Click here to see all my papers and preprints on the arXiv.