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Temperature Prediction Model Identification Using Cyclic Coordinate Descent Based Linear Support Vector Regression 被引量:1
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作者 张堃 费敏锐 +1 位作者 吴建国 张培建 《Journal of Donghua University(English Edition)》 EI CAS 2014年第2期113-118,共6页
Temperature prediction plays an important role in ring die granulator control,which can influence the quantity and quality of production. Temperature prediction modeling is a complicated problem with its MIMO, nonline... Temperature prediction plays an important role in ring die granulator control,which can influence the quantity and quality of production. Temperature prediction modeling is a complicated problem with its MIMO, nonlinear, and large time-delay characteristics. Support vector machine( SVM) has been successfully based on small data. But its accuracy is not high,in contrast,if the number of data and dimension of feature increase,the training time of model will increase dramatically. In this paper,a linear SVM was applied combing with cyclic coordinate descent( CCD) to solving big data regression. It was mathematically strictly proved and validated by simulation. Meanwhile,real data were conducted to prove the linear SVM model's effect. Compared with other methods for big data in simulation, this algorithm has apparent advantage not only in fast modeling but also in high fitness. 展开更多
关键词 linear support vector machine(SVM) cyclic coordinates descent(CCD) optimization big data fast identification
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Canonical Treatment of Elliptical Motion
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作者 Ola A. Jarab’ah 《Advances in Pure Mathematics》 2023年第9期620-624,共5页
The constrained motion of a particle on an elliptical path is studied using Hamiltonian mechanics through Poisson bracket and Lagrangian mechanics through Euler Lagrange equation using non-natural Lagrangian. We calcu... The constrained motion of a particle on an elliptical path is studied using Hamiltonian mechanics through Poisson bracket and Lagrangian mechanics through Euler Lagrange equation using non-natural Lagrangian. We calculate the generalized momentum p<sub>θ</sub> and we find that this quantity is not conserved and the conjugate θ coordinate is not a cyclic coordinate. 展开更多
关键词 Hamilton Jacobi Equation Generalized Momentum Elliptical Motion cyclic coordinate
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A NOTE ON TWO-DIMENSIONAL SYMPLECTIC SCHEME-SHOOTING METHOD FOR SOLVING THE SCHRDINGER EQUATION
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作者 Liu Xueshen Ding Peizhu 《Annals of Differential Equations》 2005年第3期357-361,共5页
The symplectic scheme-shooting method (SSSM) for solving the two-dimensional time-independent Schrodinger equation is presented. The generalized time-independent Schrodinger equation based on the active and cyclic c... The symplectic scheme-shooting method (SSSM) for solving the two-dimensional time-independent Schrodinger equation is presented. The generalized time-independent Schrodinger equation based on the active and cyclic coordinates is evaluated. The procedure of the separation of the active and cyclic coordinates of A2B type molecule (C2v symmetry) is given 展开更多
关键词 symplectic scheme-shooting method cyclic coordinate generalized time-independent SchrSdinger equations
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