2023 |
Chappell, J. M., Hartnett, J. G., Iannella, N., Iqbal, A., Berkahn, D. L., & Abbott, D. (2023). A new derivation of the Minkowski metric. Journal of Physics Communications, 7(6), 065001-1-065001-12. DOI Scopus2 |
2020 |
Berkahn, D., Chappell, J. M., & Abbott, D. (2020). Hilbert's forgotten equation, the equivalence principle and velocity dependence of free fall. European Journal of Physics, 41(3), 035604-1-035604-17. DOI |
2018 |
Iqbal, A., Chappell, J., & Abbott, D. (2018). The equivalence of Bell's inequality and the Nash inequality in a quantum game-theoretic setting. Physics Letters A, 382(40), 2908-2913. DOI Scopus5 WoS5 |
2016 |
Iqbal, A., Chappell, J., & Abbott, D. (2016). On the equivalence between non-factorizable mixed-strategy classical games and quantum games. Royal Society Open Science, 3(1), 1-11. DOI Scopus17 WoS15 Europe PMC5 |
2016 |
Chappell, J., Iqbal, A., Hartnett, J., & Abbott, D. (2016). The vector algebra war: a historical perspective. IEEE Access, 4, 1997-2004. DOI Scopus18 WoS15 |
2016 |
Zhou, S., Valchev, D. G., Dinovitser, A., Chappell, J. M., Iqbal, A., Ng, B. W. -H., . . . Abbott, D. (2016). Terahertz signal classification based on geometric algebra. IEEE Transactions on Terahertz Science and Technology, 6(6), 793-802. DOI Scopus14 WoS13 |
2016 |
Chappell, J. M., Hartnett, J. G., Iannella, N., Iqbal, A., & Abbott, D. (2016). Time as a geometric property of space. Frontiers in Physics, 4(NOV), 44. DOI Scopus2 WoS2 |
2015 |
Iqbal, A., Chappell, J., & Abbott, D. (2015). Social optimality in quantum Bayesian games. Physica A: Statistical Mechanics and its Applications, 436, 798-805. DOI Scopus19 WoS17 |
2015 |
Chappell, J., Hartnett, J., Abbott, D., & Iannella, N. (2015). Exploring the origin of Minkowski spacetime. arXiv preprint arXiv:1501.04857, 7(6), 1-18. DOI |
2015 |
Chappell, J., Iqbal, A., Gunn, L., & Abbott, D. (2015). Functions of multivector variables. PLoS One, 10(3), e0116943-1-e0116943-21. DOI Scopus16 WoS31 |
2014 |
Chappell, J. M., Drake, S. P., Seidel, C. L., Gunn, L. J., Iqbal, A., Allison, A., & Abbott, D. (2014). Geometric algebra for electrical and electronic engineers. Proceedings of the IEEE, 102(9), 1340-1363. DOI Scopus49 WoS38 |
2014 |
Iqbal, A., Chappell, J. M., Li, Q., Pearce, C. E. M., & Abbott, D. (2014). A probabilistic approach to quantum Bayesian games of incomplete information. Quantum Information Processing, 13(2), 2783-2800. DOI Scopus22 WoS20 |
2013 |
Chappell, J., Iqbal, A., Lohe, M., Von Smekal, L., & Abbott, D. (2013). An improved formalism for quantum computation based on geometric algebra - case study: Grover's search algorithm. Quantum Information Processing, 12(4), 1719-1735. DOI Scopus5 WoS4 |
2012 |
Eshraghian, K., Kavehei, O., Cho, K. R., Chappell, J., Iqbal, A., Al-Sarawi, S., & Abbott, D. (2012). Memristive device fundamentals and modeling: applications to circuits and systems simulation. Proceedings of the IEEE, 100(6), 1991-2007. DOI Scopus109 WoS88 |
2012 |
Chappell, J., Iqbal, A., & Abbott, D. (2012). N-player quantum games in an EPR setting. PLoS One, 7(5), 1-9. DOI Scopus20 WoS16 Europe PMC3 |
2012 |
Chappell, J., Iqbal, A., & Abbott, D. (2012). Analysis of two-player quantum games in an EPR setting using Clifford's geometric algebra. PLoS One, 7(1), e29015-1-e29015-8. DOI Scopus12 WoS12 Europe PMC4 |
2012 |
Chappell, J. M., Lohe, M., Smekal, L. V., Iqbal, A., & Abbott, D. (2012). An improved formalism for the Grover search algorithm. CoRR, abs/1201.1707. |
2012 |
Chappell, J., Chappell, M., Iqbal, A., & Abbott, D. (2012). The gravity field of a cube. Physics International, 3(2), 50-57. DOI |
2012 |
Chappell, J., Iqbal, A., Iannella, N., & Abbott, D. (2012). Revisiting special relativity: a natural algebraic alternative to Minkowski spacetime. PLoS One, 7(12), 1-10. DOI Scopus8 WoS6 Europe PMC1 |
2011 |
Chappell, J., Iqbal, A., & Abbott, D. (2011). Analyzing three-player quantum games in an EPR type setup. PLoS One, 6(7), 1-11. DOI Scopus18 WoS18 Europe PMC8 |
2011 |
Chappell, J., Lohe, M., Von Smekal, L., Iqbal, A., & Abbott, D. (2011). A precise error bound for quantum phase estimation. PLoS One, 6(5), e19663-1-e19663-4. DOI Scopus6 WoS3 |
2010 |
Chappell, J., Iqbal, A., & Abbott, D. (2010). Constructing quantum games from symmetric non-factorizable joint probabilities. Physics Letters A, 374(40), 4104-4111. DOI Scopus12 WoS13 |
2009 |
Chappell, J., Iqbal, A., Lohe, M., & Von Smekal, L. (2009). An analysis of the quantum penny flip game using geometric algebra. Journal of the Physical Society of Japan, 78(54801), 1-4. DOI Scopus19 WoS18 |