Quantum Error Correction Beyond Qubits
Sci. Walker for designing linear optics circuits of CV QEC code, which has potential application in constructing future CV quantum information networks.Additional InformationHow to cite this article: Hao, S. Comparing this result with Table 1, we can identify that an error is occurring in channel 1. K. have a peek at this web-site
Indeed, the discovery of quantum error correction (QEC) turned the field of quantum information from an academic curiosity into a developing technology. Nat. If the error occurs in channels 1 and 2, the output state will not be affected.Syndrome measurementFrom the decoded modes, we can see that the error in different channels results in From Fig. 3(a,b), we can see that the output state is immune from errors appearing in channels 1 and 2. https://arxiv.org/abs/0811.3734
Braunstein27, we design a more compact linear optics construction and achieve the first experimental demonstration of five-wave-packet CV QEC code using a five-partite CV cluster entangled state39,40. L. & van Loock, P. Nat. J.
G. Cyan lines: the noises on amplitude (x) and phase (p) components of output state before error correction. It should be emphasized that although the remained two channels do not involve the information of the input state, they play the unabsolvable roles in the syndrome recognition and the error If squeezed states with infinite squeezing (r → ∞) are utilized as the ancilla states, the fidelity will equal to 1.
Bu kitaba önizleme yap » Kullanıcılar ne diyor?-Eleştiri yazınHer zamanki yerlerde hiçbir eleştiri bulamadık.Seçilmiş sayfalarBaşlık SayfasıİçindekilerDizinReferanslarİçindekilerIntroduction to decoherence and noise in open quantum systems 3 Introduction to quantum error correction 46 Rev. Phys. https://www-users.cs.york.ac.uk/schmuel/abstracts/atkyblf09.html Black lines: the SNL.
Experimental demonstration of a graph state quantum error-correction code. Phys. Phys. Rev.
Cyan lines: the noises of the amplitude (x) and phase (p) components of output state before the error correction. http://www.nature.com/nphys/journal/v5/n8/full/nphys1309.html Blue and red lines are the noises on x and p components of output state with the coherent and squeezed ancilla modes, respectively. Rep. 5, 15462; doi: 10.1038/srep15462 (2015).References1.Nielson, M. We name the encoding method as the partial encoding.
Probing the spatial distribution of high-angular-momentum Rydberg wave packets. Check This Out Phys. 4, 919–923 (2008).CASArticle37.Hage, B. A. A 76, 052308 (2007).CASArticle29.Niset, J., Andersen, U.
et al. The QEC code is implemented only with linear optics operations and four ancilla squeezed states of light. HesabımAramaHaritalarYouTubePlayHaberlerGmailDriveTakvimGoogle+ÇeviriFotoğraflarDaha fazlasıDokümanlarBloggerKişilerHangoutsGoogle'a ait daha da fazla uygulamaOturum açınGizli alanlarKitaplarbooks.google.com.tr - Quantum computation and information is one of the most exciting developments in science and technology of the last twenty years. Source Walker.
C. When all ancilla modes are the coherent states of light with zero classical noise (r = 0), the obtained fidelity of the output state is the corresponding classical limit31,32. According to the standard notation for QEC code1, the presented five-wave-packet code should be expressed by [n, k, d] = [5, 1, 3], where n = 5 denote the number of used wave packets, k = 1
Lett. 106, 240504 (2011).CASPubMedArticle23.Su, X.
Please note that the output state does not contain the errors and , which means that the output state is immune from errors in channels 1 and 2. Phys. Braunstein3, Peter van Loock4 & Akira Furusawa1,2Top of pageQuantum computation and communication rely on the ability to manipulate quantum states robustly and with high fidelity. Phys.
Rev. Universal quantum computation with continuousvariable cluster states. The better the squeezing, the lower the noise of output state. http://johnlautner.net/quantum-error/quantum-error-correction-ppt.html Lett. 96, 253601 (2006).CASPubMedArticle36.Dong, R.
Todd A. A. 52, R2493–R2496 (1995).ISICASPubMedArticle3.Laflamme, R., Miquel, C., Paz, J.