兰州大学机构库

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Reliability analysis of core power optimization control using Kalman filter for accelerator driven system based on reconfigurable computing 期刊论文
ANNALS OF NUCLEAR ENERGY, 2023, 卷号: 192
Authors:  Li, JY(李金阳);  Lin, Huan;  Gu, L(顾龙);  Zhang, You-Peng;  Du, Jun-Liang;  Wang, Yong-Quan;  Lin, Cong;  Zhou, Xing-Chen;  Wang, Tian
Favorite  |    Submit date:2023/09/04
Acceleration  Closed loop control systems  Criticality (nuclear fission)  Differential equations  Field programmable gate arrays (FPGA)  Fission products  Forecasting  Integrated circuit design  Kalman filters  Nuclear fuels  Nuclear power plants  Programmable logic controllers  Reconfigurable architectures  Reliability analysis  Stochastic control systems  Stochastic models  Structural design  System-on-chip  Accelerator driven subcritical systems  Accelerator driven system  Accelerator-driven sub-critical systems  Core power control  Kalman-filtering  Power  Power-control  Reconfigurable computing  Reconfigurable- computing  Stochastic differential equations  
FEYNMAN-KAC FORMULA FOR TEMPERED FRACTIONAL GENERAL DIFFUSION EQUATIONS WITH NONAUTONOMOUS EXTERNAL POTENTIAL 期刊论文
DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES B, 2023
Authors:  Zhang, Lijuan;  Wang, Yejuan
Favorite  |    Submit date:2023/11/28
Feynman-Kac formula  tempered fractional general diffusion equation  tempered  9-stable subordinator  inverse tempered  nonautonomous external potential  Markov process  
UNIFIED STOCHASTIC REPRESENTATION, WELL-POSEDNESS ANALYSIS, AND REGULARITY ANALYSIS FOR THE EQUATIONS MODELING ANOMALOUS DIFFUSIONS 期刊论文
DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES B, 2023
Authors:  Sun, Rui;  Deng, Weihua
Favorite  |    Submit date:2023/11/28
Key words and phrases  Poisson equation  stochastic representation  well-posedness  regularity  anomalous diffusion  
基于数值方法的深度学习性能改进探究与实现 学位论文
工学硕士, 兰州: 兰州大学, 2023
Authors:  罗文弟
Favorite  |    Submit date:2023/11/15
深度学习  Deep learning  网络结构  network structure  优化器  optimizer  常微分方程  ordinary differential equation  循环神经网络  recurrent neural network  
时变随机微分方程的一般稳定性 学位论文
理学硕士, 兰州: 兰州大学, 2023
Authors:  孙荣真
Favorite  |    Submit date:2023/11/15
随机微分方程  时变过程  Stochastic differential equation  伊藤公式  processes with time-changed  矩稳定性  It^o formula  几乎必然稳定  moment stability  比较原理  almost surely stability.  
随机发展方程温和解的存在性、唯一性及稳定性 学位论文
理学博士, 兰州: 兰州大学, 2023
Authors:  刘亚荣
Favorite  |    Submit date:2023/11/15
比例时滞  Pantograph delay  随机发展方程  stochastic evolution equation  回火分数噪声  tempered fractional noise  非平凡平衡解  nontrivial equilibrium solution  一般稳定性  general stability  非线性乘性白噪声  nonlinear multiplicative white noise  H¨older 正则性  H¨older regularity  收敛  convergence  L´evy 扩散算子  L´evy diffusion operator  非局部初始条件  nonlocal initial condition  无界时滞  unbounded delay  关于参数的连续性.  continuity with respect to parameters  
Stochastic calculus for tempered fractional Brownian motion and stability for SDEs driven by TFBM 期刊论文
STOCHASTIC ANALYSIS AND APPLICATIONS, 2023
Authors:  Zhang, Lijuan;  Wang, Yejuan;  Hu, Yaozhong
Favorite  |    Submit date:2023/07/18
Tempered fractional Brownian motion  Stochastic integral  Malliavin calculus  Wick product  Ito formula  stochastic differential equation  general decay  stochastic stability  
Stochastic calculus for tempered fractional Brownian motion and stability for SDEs driven by TFBM 期刊论文
STOCHASTIC ANALYSIS AND APPLICATIONS, 2023
Authors:  Zhang, Lijuan;  Wang, Yejuan;  Hu, Yaozhong
Favorite  |    Submit date:2023/05/25
Tempered fractional Brownian motion  Stochastic integral  Malliavin calculus  Wick product  Ito formula  stochastic differential equation  general decay  stochastic stability  
An inverse random source problem for the time-space fractional diffusion equation driven by fractional Brownian motion 期刊论文
Journal of Inverse and Ill-Posed Problems, 2023
Authors:  Nie, Daxin;  Deng, WH(邓伟华)
Favorite  |    Submit date:2023/04/12
Brownian movement  Inverse problems  Partial differential equations  Stochastic systems  Fractional brownian motion  Fractional diffusion equation  Inverse random source problem  Random sources  Reconstruction algorithms  Riemann-Liouville fractional derivatives  Space-fractional diffusions  Stochastic fractional diffusion equation  Stochastics  Time-space  
An inverse random source problem for the time-space fractional diffusion equation driven by fractional Brownian motion 期刊论文
Journal of Inverse and Ill-Posed Problems, 2023
Authors:  Nie, Daxin;  Deng, WH(邓伟华)
Favorite  |    Submit date:2023/05/25
Brownian movement  Inverse problems  Partial differential equations  Stochastic systems  Fractional brownian motion  Fractional diffusion equation  Inverse random source problem  Random sources  Reconstruction algorithms  Riemann-Liouville fractional derivatives  Space-fractional diffusions  Stochastic fractional diffusion equation  Stochastics  Time-space