Growth of 2H-Ni0.05TaS2 Superconducting Single Crystals (2008)
Zhu, X. D., Sun, Y. P., Zhang, S. B., Lei, H. C., Zhu, X. B., Li, Lijun, ...
Ni0.05TaS2 single crystal was successfully grown via the NaCl/KCl flux method. The lattice constant c of Ni0.05TaS2 is 12.00 A, which is significantly smaller than that of 2H-TaS2 (12.08 A)....
Crystal growth and superconductivity of FeSe_x (2008)
Zhang, S. B., Sun, Y. P., Zhu, X. D., Zhu, X. B., Wang, B. S., Li, G., ...
Single crystals FeSe_x have been grown in evacuated sealed quartz tube using a NaCl/KCl flux. The products include two crystal structures of tetragon and hexagon. The electronic transport and...
Pressure effect on superconductivity and magnetism in FeSex (2008)
Li, L., Yang, Z. R., Ge, M., Pi, L., Xu, J. T., Wang, B. S., ...
In this paper, pressure effect on superconductivity and magnetism has been investigated in FeSex (x = 0.80, 0.88). The magnetization curves display anomaly at Ts1 106 K and Ts2 78 K except for the...
Single crystal growth and characterizations of Cu0.03TaS2 superconductors (2008)
Zhu, X. D., Sun, Y. P., Zhu, X. B., Luo, X., Wang, B. S., Li, G., ...
Single crystal of Cu0.03TaS2 with low copper intercalated content was successfully grown via chemical iodine-vapor transport. The structural characterization results show that the copper intercalated...
The Spread of Infectious Disease with Household-Structure on the Complex Networks (2004)
Liu, Jingzhou, Wu, Jinshan, Yang, Z. R.
In this paper we study the household-structure SIS epidemic spreading on general complex networks. The household structure gives us the way to distinguish inner and the outer infection rate. Unlike...
Division of Labor as the Result of Phase Transition (2002)
Wu, Jinshan, Di, Zengru, Yang, Z. R.
The emergence of labor division in multi-agent system is analyzed by the method of statistical physics. Considering a system consists of N homogeneous agents. Their behaviors are determined by the...
Glauber Critical Dynamics: Exact Solution of the Kinetic Gaussian Model (2002)
In this paper, we have exactly solved Glauber critical dynamics of the Gaussian model on three dimensions. Of course, it is much easy to apply to low dimensional case. The key steps are that we...
Solvable Kinetic Gaussian Model in External Field (2002)
In this paper, the single-spin transition dynamics is used to investigate the kinetic Gaussian model in a periodic external field. We first derive the fundamental dynamic equations, and then treat an...
A generalizing formulation of dynamical real-space renormalization that suits for arbitrary spin systems is suggested. The new version replaces the single-spin flipping Glauber dynamics with the...
Fluctuations and scaling of inverse participation ratios in random binary resonant composites (2002)
Gu, Ying, Yu, K. W., Yang, Z. R.
We study the statistics of local field distribution solved by the Green's-function formalism (GFF) [Y. Gu et al., Phys. Rev. B {\bf 59} 12847 (1999)] in the disordered binary resonant composites. For...
Statistics of level spacing of geometric resonances in random binary composites (2001)
Gu, Y., Yu, K. W., Yang, Z. R.
We study the statistics of level spacing of geometric resonances in the disordered binary networks. For a definite concentration $p$ within the interval $[0.2,0.7]$, numerical calculations indicate...
Mutual Information Theory for Adaptive Mixture Models (2001)
Many pattern recognition systems need to estimate an underlying probability density function (pdf). Mixture models are commonly used for this purpose in which an underlying pdf is estimated by a...
Mutual Information Theory for Adaptive Mixture Models (2001)
Many pattern recognition systems need to estimate an underlying probability density function (pdf). Mixture models are commonly used for this purpose in which an underlying pdf is estimated by a...
Mutual Information Theory for Adaptive Mixture Models (2001)
Many pattern recognition systems need to estimate an underlying probability density function (pdf). Mixture models are commonly used for this purpose in which an underlying pdf is estimated by a...
Mutual Information Theory for Adaptive Mixture Models (2001)
Many pattern recognition systems need to estimate an underlying probability density function (pdf). Mixture models are commonly used for this purpose in which an underlying pdf is estimated by a...
Mutual Information Theory for Adaptive Mixture Models (2001)
Many pattern recognition systems need to estimate an underlying probability density function (pdf). Mixture models are commonly used for this purpose in which an underlying pdf is estimated by a...
Mutual Information Theory for Adaptive Mixture Models (2001)
Many pattern recognition systems need to estimate an underlying probability density function (pdf). Mixture models are commonly used for this purpose in which an underlying pdf is estimated by a...
Mutual Information Theory for Adaptive Mixture Models (2001)
Many pattern recognition systems need to estimate an underlying probability density function (pdf). Mixture models are commonly used for this purpose in which an underlying pdf is estimated by a...
Mutual Information Theory for Adaptive Mixture Models (2001)
Many pattern recognition systems need to estimate an underlying probability density function (pdf). Mixture models are commonly used for this purpose in which an underlying pdf is estimated by a...
Applying Mutual Information Theory to Behavioural Analogue Fault Modelling (2000)
Zwolinski, M., Yang, Z.R., Kazmierski, T.J.
To assess the effectiveness of a testing strategy for an integrated circuit, the potential structural faults in a circuit must be modelled. Analogue fault simulation is conventionally done at the...
Applying Mutual Information Theory to Behavioural Analogue Fault Modelling (2000)
Zwolinski, M., Yang, Z.R., Kazmierski, T.J.
To assess the effectiveness of a testing strategy for an integrated circuit, the potential structural faults in a circuit must be modelled. Analogue fault simulation is conventionally done at the...
Applying Mutual Information Theory to Behavioural Analogue Fault Modelling (2000)
Zwolinski, M., Yang, Z.R., Kazmierski, T.J.
To assess the effectiveness of a testing strategy for an integrated circuit, the potential structural faults in a circuit must be modelled. Analogue fault simulation is conventionally done at the...
Applying Mutual Information Theory to Behavioural Analogue Fault Modelling (2000)
Zwolinski, M., Yang, Z.R., Kazmierski, T.J.
To assess the effectiveness of a testing strategy for an integrated circuit, the potential structural faults in a circuit must be modelled. Analogue fault simulation is conventionally done at the...
Evolutionary Computing for Operating Point Analysis of Nonlinear Circuits (2000)
Zwolinski, M., Crutchley, D., Yang, Z.R.
The DC operating point of an electronic circuit is conventionally found using the Newton-Raphson method. This method is not globally convergent and can only find one solution of the circuit at a...
Evolutionary Computing for Operating Point Analysis of Nonlinear Circuits (2000)
Zwolinski, M., Crutchley, D., Yang, Z.R.
The DC operating point of an electronic circuit is conventionally found using the Newton-Raphson method. This method is not globally convergent and can only find one solution of the circuit at a...
Evolutionary Computing for Operating Point Analysis of Nonlinear Circuits (2000)
Zwolinski, M., Crutchley, D., Yang, Z.R.
The DC operating point of an electronic circuit is conventionally found using the Newton-Raphson method. This method is not globally convergent and can only find one solution of the circuit at a...
Evolutionary Computing for Operating Point Analysis of Nonlinear Circuits (2000)
Zwolinski, M., Crutchley, D., Yang, Z.R.
The DC operating point of an electronic circuit is conventionally found using the Newton-Raphson method. This method is not globally convergent and can only find one solution of the circuit at a...
Bootstrap, an alternative to Monte Carlo simulation (1998)
Yang, Z.R., Zwolinski, M., Chalk, C.D.
The Monte Carlo simulation is a commonly used technique for circuit analysis, but is computationally expensive. The bootstrap method can save simulation time and retain the desired accuracy.
Bootstrap, an alternative to Monte Carlo simulation (1998)
Yang, Z.R., Zwolinski, M., Chalk, C.D.
The Monte Carlo simulation is a commonly used technique for circuit analysis, but is computationally expensive. The bootstrap method can save simulation time and retain the desired accuracy.
Bootstrap, an alternative to Monte Carlo simulation (1998)
Yang, Z.R., Zwolinski, M., Chalk, C.D.
The Monte Carlo simulation is a commonly used technique for circuit analysis, but is computationally expensive. The bootstrap method can save simulation time and retain the desired accuracy.
Bootstrap, an alternative to Monte Carlo simulation (1998)
Yang, Z.R., Zwolinski, M., Chalk, C.D.
The Monte Carlo simulation is a commonly used technique for circuit analysis, but is computationally expensive. The bootstrap method can save simulation time and retain the desired accuracy.