@incollection{UBHD-68230489, author={Bender, Carl M. and Felski, Alexander and Beygi, Alireza and Klevansky, Sandra Pamela}, title={Analytic structure of eigenvalues of coupled quantum systems}, year={2017}, pages={11 S.}, language={eng}, note={Gesehen am 10.12.2020}, booktitle={De.arxiv.org}, } @article{UBHD-68230490, author={Bender, Carl M. and Felski, Alexander and Klevansky, Sandra Pamela and Beygi, Alireza}, title={Analytic structure of eigenvalues of coupled quantum systems}, year={2017}, pages={? S.}, language={eng}, issn={1402-4896}, volume={92(2017}, note={Published online: 30 November 2016 ; Gesehen am 10.12.2020}, journal={Physica scripta}, doi={10.1088/0031-8949/92/1/015201}, } @article{UBHD-68558005, author={Beygi, Alireza and Klevansky, Sandra Pamela and Lemmer, Richard H.}, title={Continuous quantum phase transition in the fermionic mass solutions of the Nambu-Jona-Lasinio model}, year={2020}, pages={1-14}, language={eng}, issn={2470-0029}, volume={101(2020}, number={3) Artikel-Nummer 036005}, note={Gesehen am 25.03.2020}, journal={Physical review}, doi={10.1103/PhysRevD.101.036005}, } @article{UBHD-67947797, author={Beygi, Alireza and Klevansky, Sandra Pamela and Bender, Carl M.}, title={Coupled oscillator systems having partial PT symmetry}, year={2015}, pages={11 S.}, language={eng}, issn={1094-1622}, volume={91(2015}, journal={Physical review}, doi={10.1103/PhysRevA.91.062101}, } @book{UBHD-68427231, author={Beygi, Alireza}, title={Non-Hermitian PT-symmetric theories}, address={Heidelberg}, year={2019}, pages={1 Online-Ressource (78 Seiten)}, language={eng}, school={Dissertation, Ruperto-Carola-University of Heidelberg, 2019}, doi={10.11588/heidok.00026903}, url={https://nbn-resolving.org/urn:nbn:de:bsz:16-heidok-269039}, library={UB}, } @book{UBHD-68441513, author={Beygi, Alireza}, organization={Universit{\"a}t Heidelberg}, title={Non-Hermitian PT-symmetric theories}, address={Heidelberg}, year={2019}, pages={75 Seiten}, language={eng}, note={Publikationsbasierte Dissertation bestehend aus einem Text und 5 Zeitschriftenaufs{\"a}tzen}, school={Dissertation, Ruperto-Carola-University of Heidelberg, 2019}, library={UB [Signatur: 2019 U 823]}, } @incollection{UBHD-68349297, author={Beygi, Alireza and Klevansky, Sandra Pamela}, title={No-signaling principle and quantum brachistochrone problem in PT-symmetric fermionic two- and four-dimensional models}, year={2018}, pages={7 S.}, language={eng}, note={Gesehen am 05.11.2020}, booktitle={De.arxiv.org}, doi={10.1103/PhysRevA.98.022105}, } @article{UBHD-68349298, author={Beygi, Alireza and Klevansky, Sandra Pamela}, title={No-signaling principle and quantum brachistochrone problem in PT-symmetric fermionic two- and four-dimensional models}, year={2018}, pages={7 S.}, language={eng}, issn={2469-9934}, volume={98(2018}, note={Gesehen am 05.11.2020}, journal={Physical review}, doi={10.1103/PhysRevA.98.022105}, } @article{UBHD-68428759, author={Beygi, Alireza and Klevansky, Sandra Pamela and Bender, Carl M.}, title={Relativistic PT-symmetric fermionic theories in 1+1 and 3+1 dimensions}, year={2019}, pages={15 S.}, language={eng}, issn={2469-9934}, volume={99(2019}, note={Gesehen am 10.12.2020}, journal={Physical review}, doi={10.1103/PhysRevA.99.062117}, } @incollection{UBHD-68349761, author={Beygi, Alireza and Klevansky, Sandra Pamela and Bender, Carl M.}, title={Two- and four-dimensional representations of the PT- and CPT-symmetric fermionic algebras}, year={2018}, pages={8 S.}, language={eng}, note={Gesehen am 05.11.2020}, booktitle={De.arxiv.org}, } @article{UBHD-68349763, author={Beygi, Alireza and Klevansky, Sandra Pamela and Bender, Carl M.}, title={Two- and four-dimensional representations of the PT- and CPT -symmetric fermionic algebras}, year={2018}, pages={6 S.}, language={eng}, issn={2469-9934}, volume={97(2018}, note={Gesehen am 05.11.2020}, journal={Physical review}, doi={10.1103/PhysRevA.97.032128}, } @article{UBHD-68713951, author={Felski, Alexander and Beygi, Alireza and Klevansky, Sandra Pamela}, title={Non-Hermitian extension of the Nambu-Jona-Lasinio model in 3+1 and 1+1 dimensions}, year={2020}, pages={1-10}, language={eng}, issn={2470-0029}, volume={101}, note={Gesehen am 18.03.2021}, journal={Physical review}, doi={10.1103/PhysRevD.101.116001}, }