|
[1] 資訊中心, 3. and 資訊中心, 3., 2020. .2017 年大數據發展的 8 個預測. [online] 3smarket-info.blogspot.com. Available at: <http://3smarket-info.blogspot.com/2016/12/2017-8.html> [Accessed 27 June 2020]. [2] 引爆資料中心革命:雲端運算 - StockFeel 股感StockFeel 股感. 2020. 引爆資料中心革命:雲端運算 - Stockfeel 股感. [online] Available at: [Accessed 27 June 2020]. [3] 數位時代. 2020. 資本市場正在追逐的AI大浪|數位時代. [online] Available at: [Accessed 27 June 2020]. [4] Ho, N., 2020. 用最簡單的例子告訴你:什麼是量子電腦的運算方式?. [online] TechNews 科技新報. Available at: [Accessed 1 July 2020]. [5] Www1.cgmh.org.tw. 2020. 單光子電腦斷層掃描. [online] Available at: [Accessed 1 July 2020]. [6] 王真, 2020. 網易郵報. [online] 科普:什麼是量子通訊?量子衛星有啥價值?. Available at: [Accessed 1 July 2020]. [7] 數位時代. 2020. 驅動AI、醫療、通訊新變革,量子電腦將顛覆世界|數位時代. [online] Available at: [Accessed 27 June 2020]. [8] 2014. Spontaneous Parametric Down-Conversion And Quantum Entanglement. Bachelor of Science. Portland State University. [9] Rambach, M. (2017). Narrowband Single Photons for Light-Matter Interfaces. Doctor. The University of Queensland. [10] C. Couteau, “Spontaneous parametric down-conversion,” Contemporary Physics, vol. 59, no. 3, pp. 291–304, 2018. [11] Fiorentino, M., Spillane, S., Beausoleil, R., Roberts, T., Battle, P. and Munro, M. (2007). Spontaneous parametric down-conversion in periodically poled KTP waveguides and bulk crystals. Optics Express, 15(12), p.7479. [12] Gayer, O., Sacks, Z., Galun, E. and Arie, A., 2008. Temperature and wavelength dependent refractive index equations for MgO-doped congruent and stoichiometric LiNbO3. Applied Physics B, 94(2), pp.367-367. [13] Emanueli, S. and Arie, A. (2003). Temperature-Dependent Dispersion Equations for KTiOPO4 and KTiOAsO4. Applied Optics, 42(33), p.6661. [14] Walls, D. and Milburn, G. (2011). Quantum optics. Berlin: Springer. [15] Blauensteiner, B., Herbauts, I., Bettelli, S., Poppe, A. and Hübel, H. (2009). Photon bunching in parametric down-conversion with continuous-wave excitation. Physical Review A, 79(6). [16] Zhang, Y., Kasai, K. and Watanabe, M. (2002). Investigation of the photon-number statistics of twin beams by direct detection. Optics Letters, 27(14), p.1244. [17] Canonical Transformations in Quantum Field Theory. Lecture notes by M. Blasone. [18] Shapiro, J. and Sun, K. (1994). Semiclassical versus quantum behavior in fourth-order interference. Journal of the Optical Society of America B, 11(6), p.1130. [19] Razavi, M., Söllner, I., Bocquillon, E., Couteau, C., Laflamme, R. and Weihs, G. (2009). Characterizing heralded single-photon sources with imperfect measurement devices. Journal of Physics B: Atomic, Molecular and Optical Physics, 42(11), p.114013. [20] Fadhali, M., 2012. Advanced Photonic Sciences. Rijeka, Croatia: InTech. [21] Wee, T., Tzeng, Y., Han, C., Chang, H., Fann, W., Hsu, J., Chen, K. and Yu, Y. (2007). Two-photon Excited Fluorescence of Nitrogen-Vacancy Centers in Proton-Irradiated Type Ib Diamond†. The Journal of Physical Chemistry A, 111(38), pp.9379-9386. [22] Sipahigil, A., Jahnke, K., Rogers, L., Teraji, T., Isoya, J., Zibrov, A., Jelezko, F. and Lukin, M. (2014). Indistinguishable Photons from Separated Silicon-Vacancy Centers in Diamond. Physical Review Letters, 113(11). [23] Hanschke, L., Fischer, K., Appel, S., Lukin, D., Wierzbowski, J., Sun, S., Trivedi, R., Vučković, J., Finley, J. and Müller, K. (2018). Quantum dot single-photon sources with ultra-low multi-photon probability. npj Quantum Information, 4(1). [24] Senellart, P., Solomon, G. and White, A. (2017). High-performance semiconductor quantum-dot single-photon sources. Nature Nanotechnology, 12(11), pp.1026-1039. [25] Rri.res.in. 2020. Quic Lab. [online] Available at: <http://www.rri.res.in/quic/resources/opn2019/> [Accessed 20 March 2020]. [26] Rambach, M., Nikolova, A., Weinhold, T. and White, A. (2016). Sub-megahertz linewidth single photon source. APL Photonics, 1(9), p.096101. [27] Lyons, A., Knee, G., Bolduc, E., Roger, T., Leach, J., Gauger, E. and Faccio, D., 2018. Attosecond-resolution Hong-Ou-Mandel interferometry. Science Advances, 4(5), p.eaap9416. [28] Ou, Z. and Lu, Y. (1999). Cavity Enhanced Spontaneous Parametric Down-Conversion for the Prolongation of Correlation Time between Conjugate Photons. Physical Review Letters, 83(13), pp.2556-2559. [29] Zhang, H., Jin, X., Yang, J., Dai, H., Yang, S., Zhao, T., Rui, J., He, Y., Jiang, X., Yang, F., Pan, G., Yuan, Z., Deng, Y., Chen, Z., Bao, X., Chen, S., Zhao, B. and Pan, J. (2011). Preparation and storage of frequency-uncorrelated entangled photons from cavity-enhanced spontaneous parametric downconversion. Nature Photonics, 5(10), pp.628-632. [30] Slattery, O., Ma, L., Zong, K. and Tang, X. (2019). Background and Review of Cavity-Enhanced Spontaneous Parametric Down-Conversion. Journal of Research of the National Institute of Standards and Technology, 124. [31] Scholz, M., Koch, L. and Benson, O., 2009. Analytical treatment of spectral properties and signal–idler intensity correlations for a double-resonant optical parametric oscillator far below threshold. Optics Communications, 282(17), pp.3518-3523. [32] Bettelli, S., 2010. Comment on “Coherence measures for heralded single-photon sources”. Physical Review A, 81(3). [33] Dur.ac.uk. 2020. Department Of Physics : Poisson Distribution - Durham University. [online] Available at: [Accessed 2 June 2020]. [34] Refractiveindex.info. 2020. Refractive Index Of Linbo3 (Lithium Niobate) - Zelmon-E. [online] Available at: [Accessed 2 July 2020]. [35] Scholz, M., Koch, L. and Benson, O., 2009. Statistics of Narrow-Band Single Photons for Quantum Memories Generated by Ultrabright Cavity-Enhanced Parametric Down-Conversion. Physical Review Letters, 102(6). [36] Scholz, M., Koch, L., Ullmann, R. and Benson, O., 2009. Single-mode operation of a high-brightness narrow-band single-photon source. Applied Physics Letters, 94(20), p.201105. [37] Scholz, M., Koch, L. and Benson, O., 2009. Analytical treatment of spectral properties and signal–idler intensity correlations for a double-resonant optical parametric oscillator far below threshold. Optics Communications, 282(17), pp.3518-3523. [38] Fekete, J., Rieländer, D., Cristiani, M. and de Riedmatten, H., 2013. Ultranarrow-Band Photon-Pair Source Compatible with Solid State Quantum Memories and Telecommunication Networks. Physical Review Letters, 110(22). [39] Zhou, Z., Ding, D., Li, Y., Wang, F. and Shi, B., 2013. Cavity-enhanced bright photon pairs at telecom wavelengths with a triple-resonance configuration. Journal of the Optical Society of America B, 31(1), p.128. [40] Ahlrichs, A. and Benson, O., 2016. Bright source of indistinguishable photons based on cavity-enhanced parametric down-conversion utilizing the cluster effect. Applied Physics Letters, 108(2), p.021111. [41] Luo, K., Herrmann, H., Krapick, S., Brecht, B., Ricken, R., Quiring, V., Suche, H., Sohler, W. and Silberhorn, C., 2015. Direct generation of genuine single-longitudinal-mode narrowband photon pairs. New Journal of Physics, 17(7), p.073039. [42] Tian, L., Li, S., Yuan, H. and Wang, H., 2016. Generation of Narrow-Band Polarization-Entangled Photon Pairs at a Rubidium D1 Line. Journal of the Physical Society of Japan, 85(12), p.124403. [43] Black, E., 2001. An introduction to Pound–Drever–Hall laser frequency stabilization. American Journal of Physics, 69(1), pp.79-87. |