Zobrazeno 1 - 10
of 41
pro vyhledávání: '"Duman, Ali Nabi"'
Autor:
Contreras, Ivan, Duman, Ali Nabi
We apply the geometric quantization procedure via symplectic groupoids proposed by E. Hawkins to the setting of epistemically restricted toy theories formalized by Spekkens. In the continuous degrees of freedom, this produces the algebraic structure
Externí odkaz:
http://arxiv.org/abs/1705.02971
Autor:
Contreras, Ivan, Duman, Ali Nabi
Publikováno v:
EPTCS 236, 2017, pp. 40-50
It is possible to reproduce the quantum features of quantum states, starting from a classical statistical theory and then limiting the amount of knowledge that an agent can have about an individual system [5, 18].These are so called epistemic restric
Externí odkaz:
http://arxiv.org/abs/1603.02189
Autor:
Duman, Ali Nabi
Publikováno v:
In Ultramicroscopy January 2021 220
Autor:
Backens, Miriam, Duman, Ali Nabi
Publikováno v:
Found. Phys. 46, 70 (2016)
While quantum theory cannot be described by a local hidden variable model, it is nevertheless possible to construct such models that exhibit features commonly associated with quantum mechanics. These models are also used to explore the question of {\
Externí odkaz:
http://arxiv.org/abs/1411.1618
Autor:
Duman, Ali Nabi
Categorical quantum mechanics, which examines quantum theory via dagger-compact closed categories, gives satisfying high-level explanations to the quantum information procedures such as Bell-type entanglement or complementary observables (\cite{AC},
Externí odkaz:
http://arxiv.org/abs/1405.4428
Autor:
Duman, Ali Nabi
It has been shown in recent years that quantum information has a topological nature (\cite{AC}, \cite{Co}, \cite{Co2}). In \cite{V}, Vicary undergoes the study of quantum algorithms using this new topological approach. The advantage of this new forma
Externí odkaz:
http://arxiv.org/abs/1405.4425
Let $\phi:\Z/p\to GL_{n}(\Z)$ denote an integral representation of the cyclic group of prime order $p$. This induces a $\Z/p$-action on the torus $X=\R^{n}/\Z^{n}$. The goal of this paper is to explicitly compute the cohomology groups $H^{*}(X/\Z/p;\
Externí odkaz:
http://arxiv.org/abs/1003.0435
Autor:
Hajja, Mowaffaq, Wardlaw, William P., Hedman, Shawn, Rose, David, Aassila, Mohammed, Huff, Barthel Wayne, Gregorac, Robert, Krylyuk, Yaroslav, Amrahov, Shahin, Guy, Richard K., Abad, J. P. V., Barbara, Roy, Bataille, Michel, Beasley, Brian D., Beatty, Tom, Binz, J. C., Bogaert, Jean, Bradie, Brain, Byrd, Stan, Van der Merwe, Lucas, Calcaterra, Robert, Can, Minh, Caulfield, Michael, Christopher, John, Cook, Charles K., Covill, Randall J., Dale, Knut, Diminnie, Charles R., Donini, Daniele, Doucette, Robert L., Dybvik, Ragnar, Eckert, Timothy, Far, Habib Y., Flood, Tim, Fogarty, Kenneth, Goehl, John F., Goldenberg, Michael, Kalpan, Mark, Hogan, Brian, Jager, Tom, Korbin, Kenneth, Kutsenok, Victor Y., Lampakis, Elias, Lau, Kee-Lai, Lindstrom, Peter W., Lubarsky, Robert S., Manes, David E., Mauney, Allen J., Richberg, Rolf, Sami, Fary, Seiffert, Heinz-Jürgen, Simon, Raul A., Stadler, Albert, Stock, Daniel, Weisenhorn, Paul, Wenchang, Chu, Wilcock, Doug, Zeng, Hongbiao, Zhou, Li, Kim, Sung Soo, Bookhout, Glenn, Gove, David, Grossman, Jerrold W., Harclerode, Eric, McMillen, Jacob, Pinter, Mike, Sealy, Robert P., Sedinger, Harry, Smith, Furman, Stadler, Jon, Staley, Patrick A., Manea, Mihai, Barrera, Fernando, Kaplan, Mark, Tang, H. T., Duman, Ali Nabi, Gressis, Peter J., Efthimiou, Costas, Hilton, Peter, Herman, Eugene, Baker, John A., Borjemscaia, Natasha, Desai, A. K., Ebanks, Bruce
Publikováno v:
Mathematics Magazine, 2005 Feb 01. 78(1), 68-73.
Externí odkaz:
https://www.jstor.org/stable/3219277
Autor:
Klamkin, Murray S., Catalani, Mario, Just, Erwin, Schaumberger, Norman, Ciaurri, Óscar, Feigelstock, Shalom, Ashlock, Daniel, Delany, Jim, Andreoli, Michael, Bataille, Michael, Butler, Steve, Doucette, Robert, Duman, Ali Nabi, Getz, Marty, Jones, Dixon, Goldenberg, Mikhail, Kaplan, Mark, Deshpande, M. N.
Publikováno v:
Mathematics Magazine, 2004 Apr 01. 77(2), 156-162.
Externí odkaz:
https://www.jstor.org/stable/3219108
Autor:
Amrahov, Shahin, Kim, Sung Soo, Manea, Mihai, Duman, Ali Nabi, Efthimiou, Costas, Hilton, Peter, Chen, Bill, Kimberling, Clark, Pudaite, Paul R., Wardlaw, William P., Just, Erwin, Schaumberger, Norman, Neubauer, Michael G., Seiffert, Heinz-Jürgen, Akhlaghi, Reza, Andebrhan, Tsehaye, Andreoli, Michael, Axness, Carl, Bataille, Michel, Bogaert, Jean, Can, Minh, Catalani, Mario, Dale, Knut, Donini, Daniele, Doucette, Robert L., Drianov, Peter, Dutle, Aaron, Furdui, Ovidiu, Grivaux, Julien, Hysnelaj, Enkel, Kaczkowski, Steve, Kehrein, Achim, Klamkin, Murray S., Lampakis, Elias, Lau, Kee-Wai, Polimeni, Albert D., Pratt, Rob, Ray, Phillip P., Richberg, Rolf, Schlosberg, Joel, Sedinger, Harry, Sinefakopoulos, Achilleas, Singer, Nicholas C., Spellmann, John W., Thornber, Nora, Trautman, Dave, Wenchang, Chu, Pierluigi, Magli, Vowe, Michael, Zerger, John T., Zhou, Li, Richberg, Rolf, Ferguson, Tim, Jones, Lenny, Curtis, Chip, Barbara, Roy, Lewis, Kathleen E., Martin, Reiner, Mixon, Bill, Bencze, Mihàly, Bailey, Herb, Donini, Daniel, Heuver, John G., Mehra, Vivek Kumar, Nüesch, Peter E., Simon, Raul A., Skala, Helen
Publikováno v:
Mathematics Magazine, 2004 Feb 01. 77(1), 69-75.
Externí odkaz:
https://www.jstor.org/stable/3219234