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| 1 | Quantum teleportation and information splitting via four-qubit cluster state and a Bell state显示文摘量远距传物提供从一个目标把量状态传给另外一个的一个无形体的方法,在一个远地点,用一条古典通讯隧道和一个以前分享的纠缠的状态。在这份报纸,我们在场为一个任意的单个 qubit 状态的概率的远距传物的一个分成三部分的计划,没有失去状态的信息,是 teleported ,经由表格|的一个 fourqubit 簇状态>1234=| 0000 >+| 1010 >+| 0101 >-|1111>,作为量隧道非零实数,,,并且满足关系 jj2 +||2+||2+||2= 1 。与有州的 | 的辅助 qubit 的介绍 0 > 用合适的单一的转变和一项积极操作员的珍视的措施(POVM ) ,接收装置能再创造原来的 qubit 的状态。远距传物计划的一个重要优点证明这是如果远距传物失败,没有未知的量状态的 teleporting 拷贝,它能被重复,如果担心的聚会分享另一纠缠的 qubit。我们也为作为量隧道经由上述的簇状态和一个钟状态一个任意的二粒子的系统切开的量信息介绍一个协议。与安全攻击有关的问题被检验因为格和它被发现那这个协议是安全的。这个协议高度有效、容易实现。 | Marlon David González Ramirez Babatunde James Falaye Guo-Hua Sun M. Cruz-Irisson Shi-Hai Dong | 2017 | Frontiers of physics2017，12，5： | 4 |
| 2 | Population parameters of Macrobrachium vollenhovenii in the Lagos-Lekki Lagoon System,Nigeria显示文摘 | Abohweyere P O Falaye E A | | 0，，： | 1 |
| 3 | Approximate Solutions of the Schr?dinger Equation with the Hyperbolical Potential: Supersymmetric Approach显示文摘 | C. A. Onate K. J. Oyewumi B. J. Falaye | 2014 | Few-Body Systems2014，，1： | 1 |
| 4 | Arbitrary ? -State Solutions of the Hyperbolical Potential by the Asymptotic Iteration Method显示文摘 | B. J. Falaye | 2012 | Few-Body Systems2012，，3： | 1 |
| 5 | Exact solution of Schrdinger equation with q-deformed quantum potentials using Nikiforov–Uvarov method显示文摘In this paper,we present the exact solution of the one-dimensional Schrdinger equation for the q-deformed quantum potentials via the Nikiforov–Uvarov method.The eigenvalues and eigenfunctions of these potentials are obtained via this method.The energy equations and the corresponding wave functions for some special cases of these potentials are briefly discussed.The PT-symmetry and Hermiticity for these potentials are also discussed. | Falaye B.J. Oyewumi K.J. Abbas M. | 2013 | Chinese Physics B2013，22，11： | 0 |
| 6 | Evaluating Feed Intake of Fishes in Aquaculture Nutrition Experiments with Due Consideration of Mortality and Fish Survival显示文摘Mortality is normal and natural in aquaculture experiments. However, it becomes a problem when measuring feed intake as a component of nutrient utilization parameters such as: feed conversion ratio, feed conversion efficiency, apparent net protein utilization, protein efficiency ratio and protein productive value. In order to accurately evaluate feed intake with due consideration of mortality encountered, a formulae was developed using empirical data obtained from an experiement that had mortality. The formulae Fwas: total feed consumed by numbers of survived fishes=DL∑_(i=1)~n(F_i/N_i)N. Where, D=Numbers of days fishes were fed within each period ibefore it was adjusted(e.g fortnight), it was constant throught period of experiment; F=Uantity of feed fed per day for a fortnight before the quantity was adjusted, it changed every fortnight; L=Numbers of living fishes at the end of experimental period; N=Numbers of fishes at each weighing period, it might change every fortnight or might be constant if no mortality occurred; while n=Numbers of times fishes were weighed and quantity of feed was adjusted but this did not include the final weighing at the termination of experiment. However, if the fishes were weighed weekly, then D=6. | Lateef Akinwumi Folorunso Benjamin Obukowho Emikpe Augustine Eyiwunmi Falaye Akeem Babatunde Dauda Emmanuel Kolawole Ajani | 2017 | Journal of Northeast Agricultural University(English Edition)2017，24，2： | 0 |
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