Zobrazeno 1 - 10
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pro vyhledávání: '"Gelin M"'
We examine the applicability of the numerically accurate method of time dependent variation with multiple Davydov Ansatze (mDA) to non-Hermitian systems. Three systems of interest includes: a non-Hermitian system of dissipative Landau-Zener transitio
Externí odkaz:
http://arxiv.org/abs/2410.12285
Publikováno v:
In Psychologie du travail et des organisations September 2024 30(3):167-181
Publikováno v:
In Pratiques psychologiques June 2023 29(2):125-135
Publikováno v:
In Psychologie française March 2023 68(1):157-167
Autor:
Gelin, M. F., Bondarev, I. V.
Publikováno v:
Phys. Rev. B 93, 115422 (2016)
We develop an electron transport theory for the hybrid system of a semiconducting carbon nanotube that encapsulates a one-atom-thick metallic wire. The theory predicts Fano resonances in electron transport through the system, whereby the interaction
Externí odkaz:
http://arxiv.org/abs/1512.01285
Autor:
Aguilar, J., Ambalathankandy, P., Fiutowski, T., Idzik, M., Kulis, Sz., Przyborowski, D., Swientek, K., Bamberger, A., Köhli, M., Lupberger, M., Renz, U., Schumacher, M., Zwerger, Andreas, Calderone, A., Cussans, D. G., Heath, H. F., Mandry, S., Page, R. F., Velthuis, J. J., Attié, D., Calvet, D., Colas, P., Coppolani, X., Degerli, Y., Delagnes, E., Gelin, M., Giomataris, I., Lutz, P., Orsini, F., Rialot, M., Senée, F., Wang, W., Alozy, J., Apostolakis, J., Aspell, P., Bergsma, F., Campbell, M., Formenti, F., Santos, H. Franca, Garcia, E. Garcia, de Gaspari, M., Giudice, P. -A., Grefe, Ch., Grichine, V., Hauschild, M., Ivantchenko, V., Kehrli, A., Kloukinas, K., Linssen, L., Cudie, X. Llopart, Marchioro, A., Musa, L., Ribon, A., Trampitsch, G., Uzhinskiy, V., Anduze, M., Beyer, E., Bonnemaison, A., Boudry, V., Brient, J. -C., Cauchois, A., Clerc, C., Cornat, R., Frotin, M., Gastaldi, F., Jauffret, C., Jeans, D., Karar, A., Mathieu, A., de Freitas, P. Mora, Musat, G., Rougé, A., Ruan, M., Vanel, J. -C., Videau, H., Besson, A., de Masi, G. Claus. R., Doziere, G., Dulinski, W., Goffe, M., Himmi, A., Hu-Guo, Ch., Morel, F., Valin, I., Winter, M., Bonis, J., Callier, S., Cornebise, P., Dulucq, F., Giannelli, M. Faucci, Fleury, J., Guilhem, G., Martin-Chassard, G., de la Taille, Ch., Pöschl, R., Raux, L., Seguin-Moreau, N., Wicek, F., Benyamna, M., Bonnard, J., Cârloganu, C., Fehr, F., Gay, P., Mannen, S., Royer, L., Charpy, A., Da Silva, W., David, J., Dhellot, M., Imbault, D., Ghislain, P., Kapusta, F., Pham, T. Hung, Savoy-Navarro, A., Sefri, R., Dzahini, D., Giraud, J., Grondin, D., Hostachy, J. -Y., Morin, L., Bassignana, D., Pellegrini, G., Lozano, M., Quirion, D., Fernandez, M., Jaramillo, R., Munoz, F. J., Vila, I., Dolezal, Z., Drasal, Z., Kodys, P., Kvasnicka, P., Aplin, S., Bachynska, O., Behnke, T., Behr, J., Dehmelt, K., Engels, J., Gadow, K., Gaede, F., Garutti, E., Göttlicher, P., Gregor, I. -M., Haas, T., Henschel, H., Koetz, U., Lange, W., Libov, V., Lohmann, W., Lutz, B., Mnich, J., Muhl, C., Ohlerich, M., Potylitsina-Kube, N., Prahl, V., Reinecke, M., Roloff, P., Rosemann, Ch., Rubinski, Igor, Schade, P., Schuwalov, S., Sefkow, F., Terwort, M., Volkenborn, R., Kalliopuska, J., Mehtaelae, P., Orava, R., van Remortel, N., Cvach, J., Janata, M., Kvasnicka, J., Marcisovsky, M., Polak, I., Sicho, P., Smolik, J., Vrba, V., Zalesak, J., Bergauer, T., Dragicevic, M., Friedl, M., Haensel, S., Irmler, C., Kiesenhofer, W., Krammer, M., Valentan, M., Piemontese, L., Cotta-Ramusino, A., Bulgheroni, A., Jastrzab, M., Caccia, M., Re, V., Ratti, L., Traversi, G., Dewulf, J. -P., Janssen, X., De Lentdecker, G., Yang, Y., Bryngemark, L., Christiansen, P., Gross, P., Jönsson, L., Ljunggren, M., Lundberg, B., Mjörnmark, U., Oskarsson, A., Richert, T., Stenlund, E., Österman, L., Rummel, S., Richter, R., Andricek, L., Ninkovich, J., Koffmane, Ch., Moser, H. -G., Boisvert, V., Green, B., Green, M. G., Misiejuk, A., Wu, T., Bilevych, Y., Carballo, V. M. Blanco, Chefdeville, M., de Nooij, L., Fransen, M., Hartjes, F., van der Graaf, H., Timmermans, J., Abramowicz, H., Ben-Hamu, Y., Jikhleb, I., Kananov, S., Levy, A., Levy, I., Sadeh, I., Schwartz, R., Stern, A., Goodrick, M. J., Hommels, L. B. A., Ward, R. Shaw. D. R., Daniluk, W., Kielar, E., Kotula, J., Moszczynski, A., Oliwa, K., Pawlik, B., Wierba, W., Zawiejski, L., Bailey, D. S., Kelly, M., Eigen, G., Brezina, Ch., Desch, K., Furletova, J., Kaminski, J., Killenberg, M., Köckner, F., Krautscheid, T., Krüger, H., Reuen, L., Wienemann, P., Zimmermann, R., Zimmermann, S., Bartsch, V., Postranecky, M., Warren, M., Wing, M., Corrin, E., Haas, D., Pohl, M., Diener, R., Fischer, P., Peric, I., Kaukher, A., Schäfer, O., Schröder, H., Wurth, R., Zarnecki, A. F.
The EUDET-project was launched to create an infrastructure for developing and testing new and advanced detector technologies to be used at a future linear collider. The aim was to make possible experimentation and analysis of data for institutes, whi
Externí odkaz:
http://arxiv.org/abs/1201.4657
Autor:
Gelin, M. F., Thoss, M.
Publikováno v:
Phys. Rev. E 79, 051121 (2009)
Two approaches to describe the thermodynamics of a subsystem that interacts with a thermal bath are considered. Within the first approach, the mean system energy $E_{S}$ is identified with the expectation value of the system Hamiltonian, which is eva
Externí odkaz:
http://arxiv.org/abs/0907.1175
Autor:
Gelin, M. F., Kosov, D. S.
Publikováno v:
J. Chem. Phys. 131, 164510 (2009)
We have derived several relations, which allow the evaluation of the system free energy changes in the leading order in $\hbar^{2}$ along classically generated trajectories. The results are formulated in terms of purely classical Hamiltonians and tra
Externí odkaz:
http://arxiv.org/abs/0907.0868
Autor:
Gelin, M. F., Kosov, D. S.
Publikováno v:
J. Chem. Phys. 130, 134502 (2009)
The present paper is aimed at studying the microscopic origin of the jump diffusion. Starting from the $N$-body Liouville equation and making only the assumption that molecular reorientation is overdamped, we derive and solve the new (hereafter gener
Externí odkaz:
http://arxiv.org/abs/0907.0417
Autor:
Gelin, M. F., Kosov, D. S.
Publikováno v:
Phys. Rev. E 80, 022101 (2009)
We present a method for the calculation of asymptotic operators for nonequilibrium steady-state quantum systems. The asymptotic steady-state operator is obtained by averaging the corresponding operator in Heisenberg representation over infinitely lon
Externí odkaz:
http://arxiv.org/abs/0906.3649