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Oxygen Attachment Dissociation of Protonated Reserpine and Its Analogs. [PDF]
Rapid Commun Mass SpectromLi JG +5 more
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Kinase Computing : Concepts, Methods and Features (Algebraic Systems, Formal Languages and Conventional and Unconventional Computation Theory)openaire
Completeness Proofs for Linear Logic Based on the Proof Search Method(Preliminary Report)(Type Theory and its Applications to Computer Systems)openaire
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Journal of Intelligent & Fuzzy Systems, 2021
In this paper, through the edge computing application path, the educational evaluation system was optimized using the adaptive entropy theory polymerization method which based on applying the path. By adding multiple constraints to filter out nodes and educational evaluation edges that do not meet the requirements, the improved algorithm is used to ...
Gang Luo, Zhiyuan Chen
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In this paper, through the edge computing application path, the educational evaluation system was optimized using the adaptive entropy theory polymerization method which based on applying the path. By adding multiple constraints to filter out nodes and educational evaluation edges that do not meet the requirements, the improved algorithm is used to ...
Gang Luo, Zhiyuan Chen
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2000 IEEE International Symposium on Circuits and Systems. Emerging Technologies for the 21st Century. Proceedings (IEEE Cat No.00CH36353), 2001
Summary: This paper introduces the concept of the convergent region of a solution of a general nonlinear equation using the Newton homotopy method. The question of whether an initial guess converges to the solution of our interest using the Newton homotopy method is investigated.
Lee, J, Chiang, HD
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Summary: This paper introduces the concept of the convergent region of a solution of a general nonlinear equation using the Newton homotopy method. The question of whether an initial guess converges to the solution of our interest using the Newton homotopy method is investigated.
Lee, J, Chiang, HD
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International Journal of Emerging Multidisciplinaries: Mathematics, 2022
This paper extends the application of Optimal Auxiliary Function Method (OAFM) to the system of integral equations. The system of Volterra integral equations of second kind are taken as test examples. The results obtained by proposed method are compared with different methods i.e., Biorthogonal systems in a Banach space Fixed point, the implicit ...
Laiq Zada, Falak Naz, Rashid Nawaz
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This paper extends the application of Optimal Auxiliary Function Method (OAFM) to the system of integral equations. The system of Volterra integral equations of second kind are taken as test examples. The results obtained by proposed method are compared with different methods i.e., Biorthogonal systems in a Banach space Fixed point, the implicit ...
Laiq Zada, Falak Naz, Rashid Nawaz
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A Dynamic Theory-Based Method for Computing Unstable Equilibrium Points of Power Systems
IEEE Transactions on Power Systems, 2020In this paper, a new theory-based dynamic method for computing unstable equilibrium points is proposed. This dynamic method is a combination of a dynamic transformation method and a trajectory-unified method for the computation of unstable equilibrium points (UEPs) of power system models.
Robert Owusu-Mireku +2 more
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A rough set theory based method for anomaly intrusion detection in computer network systems
Expert Systems, 2003Abstract: Intrusion detection is important in the defense‐in‐depth network security framework. This paper presents an effective method for anomaly intrusion detection with low overhead and high efficiency. The method is based on rough set theory to extract a set of detection rules with a minimal size as the normal behavior model from the system call ...
Zhongmin Cai +4 more
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