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| 1 | Blockchain-based continuous data integrity checking protocol with zero-knowledge privacy protection显示文摘The cloud computing technology has emerged,developed,and matured in recent years,consequently commercializing remote outsourcing storage services.An increasing number of companies and individuals have chosen the cloud to store their data.However,accidents,such as cloud server downtime,cloud data loss,and accidental deletion,are serious issues for some applications that need to run around the clock.For some mission and business-critical applications,the continuous availability of outsourcing storage services is also necessary to protect users'outsourced data during downtime.Nevertheless,ensuring the continuous availability of data in public cloud data integrity auditing protocols leads to data privacy issues because auditors can obtain the data content of users by a sufficient number of storage proofs.Therefore,protecting data privacy is a burning issue.In addition,existing data integrity auditing schemes that rely on semi-trusted third-party auditors have several security problems,including single points of failure and performance bottlenecks.To deal with these issues,we propose herein a blockchain-based continuous data integrity checking protocol with zero-knowledge privacy protection.We realize a concrete construction by using a verifiable delay function with high efficiency and proof of retrievability,and prove the security of the proposal in a random oracle model.The proposed construction supports dynamic updates for the outsourced data.We also design smart contracts to ensure fairness among the parties involved.Finally,we implement the protocols,and the experimental results demonstrate the efficiency of the proposed protocol. | Yiting Huang Yong Yua Huilin Li Yannan Li Aikui Tian | 2022 | Digital Communications and Networks2022,8,5: | 2 |
| 2 | Constrained interpolation using rational cubic spline with linear denominators 显示文摘 | Duan Qi Liu Aikui Cheng Fuhua | 1999 | Korean Journal of Computational and Applied Mathematics1999,6,1: | 1 |
| 3 | Constrained interpolation using rational cubic spline with linear denominators显示文摘 | Duan Qi Liu Aikui Cheng Fuhua (Frank) | 1999 | Korean Journal of Computational and Applied Mathematics1999,6,1: | 1 |
| 4 | Constrained interpolation using rational cubic spline with linear denominators显示文摘 | Duan Qi Liu Aikui Cheng Fuhua | 1999 | Korean Journal of Computational and Applied Mathematics1999,6,1: | 1 |
| 5 | Constrained interpolation using rational cubic spline with linear denominators 显示文摘 | Duan Qi Liu Aikui Cheng Fuhua (Frank) | 1999 | Korean Journal of Computational and Applied Mathematics1999,6,1: | 1 |
| 6 | Constrained interpolation using pational cubic spline with linear denominators显示文摘 | DUAN Qi LIU Aikui CHENG Fuhua (Frank) | 1999 | Korean Journal of Comput & Appl Math1999,,1: | 1 |
| 7 | Constrained interpolation using rational cubic spline with linear denominators 显示文摘 | Duan Qi Liu Aikui Cheng Fuhua (Frank) | 1999 | Korean Journal of computational and Applied Mathematics1999,6,1: | 1 |
| 8 | Constrained interpolation using rational Cubic Spline with linear denominators显示文摘 | Qi Duan Gongxue Xu Aikui Liu Xuefu Wang Fuhua (Frank) Cheng | 1999 | Korean Journal of Computational and Applied Mathematics1999,,1: | 1 |
| 9 | Constrained interpolation using rational cubic spline with linear denominators显示文摘 | Duan Qi Liu Aikui Cheng Fuhua | 1999 | Korean Journal of computational and Applied Mathematics1999,6,1: | 1 |
| 10 | Constrained interpolation using rational cubic spline with linear denominators显示文摘 | DUAN Qi LIU Aikui CHENG Fuhua(Frank) | 1999 | Korean Journal of Comput & Appl Math1999,6,1: | 1 |
| 11 | Constrained interpolation using rational cubic spline with linear denominators显示文摘 | Duan Qi Liu Aikui Cheng Fuhua | 1999 | Korean Journal of computational and Applied Mathematics1999,6,1: | 1 |
| 12 | Constrained interpolation using rational cubic spline with linear denominators显示文摘 | Duan Qi Liu Aikui Cheng Fuhua | 1999 | Korean Journal of Computational and Applied Mathematics1999,6,1: | 1 |
| 13 | Constrained interpolation using rational Cubic Spline with linear denominators显示文摘 | Qi Duan Gongxue Xu Aikui Liu Xuefu Wang Fuhua (Frank) Cheng | 1999 | Korean Journal of Computational and Applied Mathematics1999,,1: | 1 |
| 14 | Constrained Interpolation Using Rational Cubic Spline with Linear Denominators显示文摘 | Duan Qi Liu Aikui Cheng Fuhua | | 0,,01: | 1 |
| 15 | Suppress oxygen evolution of lithium-rich manganese-based cathode materials via an integrated strategy显示文摘Improving the reversibility of anionic redox and inhibiting irreversible oxygen evolution are the main challenges in the application of high reversible capacity Li-rich Mn-based cathode materials.A facile synchronous lithiation strategy combining the advantages of yttrium doping and LiYO_(2) surface coating is proposed.Yttrium doping effectively suppresses the oxygen evolution during the delithiation process by increasing the energy barrier of oxygen evolution reaction through strong Y–O bond energy.LiYO_(2) nanocoating has the function of structural constraint and protection,that protecting the lattice oxygen exposed to the surface,thus avoiding irreversible oxidation.As an Li^(+) conductor,LiYO_(2) nano-coating can provide a fast Li^(+) transfer channel,which enables the sample to have excellent rate performance.The synergistic effect of Y doping and nano-LiYO_(2) coating integration suppresses the oxygen release from the surface,accelerates the diffusion of Li^(+)from electrolyte to electrode and decreases the interfacial side reactions,enabling the lithium ion batteries to obtain good electrochemical performance.The lithium-ion full cell employing the Y-1 sample(cathode)and commercial graphite(anode)exhibit an excellent specific energy density of 442.9 Wh kg^(-1) at a current density of 0.1C,with very stable safety performance,which can be used in a wide temperature range(60 to-15℃)stable operation.This result illustrates a new integration strategy for advanced cathode materials to achieve high specific energy density. | Wenhua Yu Yanyan Wang Aimin Wu Aikui Li Zhiwen Qiu Xufeng Dong Chuang Dong Hao Huang | 2024 | Green Energy & Environment2024,9,1: | 0 |