Publications

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[ Author(Desc)] Title Type Year
D
Davidson, J. ; Gauthier-Signore, C. ; Bishop, K. P. ; Wicks, C. ; Monteiro, M. A. ; Roy, P. - N. ; Auzanneau, F. - I. . Roesy And 13 C Nmr To Distinguish Between D-And L-Rhamnose In The Α-D-Man P-(1→ 4)-Β-Rha P-(1→ 3) Repeating Motif. Organic & Biomolecular Chemistry 2022, 20, 2964–2980.
De Vlugt, I. J. S. ; Iouchtchenko, D. ; Merali, E. ; Roy, P. - N. ; Melko, R. G. . Reconstructing Quantum Molecular Rotor Ground States. Physical Review B 2020, 102, 035108.
F
Faruk, N. ; Schmidt, M. ; Li, H. ; Le Roy, R. J. ; Roy, P. - N. . First-Principles Prediction Of The Raman Shifts In Parahydrogen Clusters. The Journal of chemical physics 2014, 141, 014310.
Faruk, N. F. ; Yang, J. ; Le Roy, R. J. ; Roy, P. - N. . Simulation Studies Of The Vibrational Dynamics Of $$$$\Backslash$Mathit Para$$ $-Hydrogen Clusters. 2011.
Faruk, N. F. ; Yang, J. ; Le Roy, R. J. ; Roy, P. - N. . Simulation Studies Of The Vibrational Dynamics Of Para-Hydrogen Clusters. In 66th International Symposium On Molecular Spectroscopy; 2011; Vol. 66, p. ETJ15.
Faruk, N. F. ; Yang, J. ; Le Roy, R. J. ; Roy, P. - N. . Simulation Studies Of The Vibrational Dynamics Of $${$$\Backslash$Mathit Para$}$ $-Hydrogen Clusters. 2011.
G
Guillon, G. ; Zeng, T. ; Roy, P. - N. . A New Post-Quantization Constrained Propagator For Rigid Tops For Use In Path Integral Quantum Simulations. The Journal of chemical physics 2013, 139, 184115.
Guillon, G. ; Zeng, T. ; Roy, P. - N. . On The Origin And Convergence Of A Post-Quantization Constrained Propagator For Path Integral Simulations Of Rigid Bodies. The Journal of chemical physics 2013, 138, 184101.
Guillon, G. ; Zeng, T. ; Roy, P. - N. . A New Post-Quantization Constrained Propagator For Rigid Tops For Use In Path Integral Quantum Simulations. The Journal of chemical physics 2013, 139, 184115.
Guillon, G. ; Zeng, T. ; Roy, P. - N. . On The Origin And Convergence Of A Post-Quantization Constrained Propagator For Path Integral Simulations Of Rigid Bodies. The Journal of chemical physics 2013, 138, 184101.
Guillon, G. ; Zeng, T. ; Roy, P. - N. . A New Post-Quantization Constrained Propagator For Rigid Tops For Use In Path Integral Quantum Simulations. The Journal of chemical physics 2013, 139, 184115.
Guillon, G. ; Zeng, T. ; Roy, P. - N. . On The Origin And Convergence Of A Post-Quantization Constrained Propagator For Path Integral Simulations Of Rigid Bodies. The Journal of chemical physics 2013, 138, 184101.
H
Halverson, T. ; Iouchtchenko, D. ; Roy, P. - N. . Quantifying Entanglement Of Rotor Chains Using Basis Truncation: Application To Dipolar Endofullerene Peapods. The Journal of chemical physics 2018, 148, 074112.
Harland, B. B. ; Roy, P. - N. . An Initial Value Representation Semiclassical Approach For The Study Of Molecular Systems With Geometric Constraints. The Journal of chemical physics 2003, 118, 4791–4806.
Harland, B. B. ; Roy, P. - N. . An Initial Value Representation Semiclassical Approach For The Study Of Molecular Systems With Geometric Constraints. The Journal of chemical physics 2003, 118, 4791–4806.
Harland, B. B. ; Roy, P. - N. . An Initial Value Representation Semiclassical Approach For The Study Of Molecular Systems With Geometric Constraints. The Journal of chemical physics 2003, 118, 4791–4806.
Herdman, C. M. ; Roy, P. - N. ; Melko, R. G. ; Del Maestro, A. . Entanglement Area Law In Superfluid 4 He. Nature Physics 2017, 13, 556–558.
Herdman, C. M. ; Roy, P. - N. ; Melko, R. G. ; Del Maestro, A. . Spatial Entanglement Entropy In The Ground State Of The Lieb-Liniger Model. Physical Review B 2016, 94, 064524.
Herdman, C. M. ; Roy, P. - N. ; Melko, R. ; Del Maestro, A. . Entanglement Entropy Of The Ground State Of The Lieb-Liniger Model. In APS March Meeting Abstracts; 2016; Vol. 2016, pp. R50–010.
Herdman, C. M. ; Roy, P. - N. ; Melko, R. G. ; Del Maestro, A. . Spatial Entanglement Entropy In The Ground State Of The Lieb-Liniger Model. Physical Review B 2016, 94, 064524.

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