Titlebook: Computer Algebra in Scientific Computing; 21st International W Matthew England,Wolfram Koepf,Evgenii V. Vorozhtso Conference proceedings 20

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書(shū)目名稱(chēng)Computer Algebra in Scientific Computing影響因子(影響力)




書(shū)目名稱(chēng)Computer Algebra in Scientific Computing影響因子(影響力)學(xué)科排名




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An Arithmetic-Geometric Mean of a Third Kind!,c mean (MAGM) as two special concepts. The GAGM is applied for attaining a unifying formula for calculating complete elliptic integrals (CEI), including those of the third kind, thereby providing a conceptual basis for their exploration and exact evaluation, bypassing typical troubles of common soft

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Obtaining and Analysis of the Necessary Conditions of Stability of Orbital Gyrostat by Means of Comian central field of forces along the circular Keplerian orbit was investigated. The linearized equations of perturbed motion in the vicinity of the relative equilibrium of the system are constructed in the symbolic form on PC and the necessary conditions for its stability are obtained. The parametr

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Efficient Exact Algorithm for Count Distinct Problem,es over hundreds of billions data rows. Described approach evolved for several years, in parallel with the growth of tasks from a fast growing internet company, and was finally implemented as a PEAPM (Pipelined Exact Accumulation for Paralleled Measures) algorithm. Current version of an algorithm ou

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Implementing HuPf Algorithm for the Inverse Kinematics of General 6R/P Manipulators,obot with only rotational joints), to solve the inverse kinematic (IK) problem of 6R/P manipulators (6-jointed open serial robot with joints that are either rotational or prismatic/translational). For the algorithm we identify the kinematic images of 3R/P chains with a quasi-projective variety in .

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Symbolic-Numerical Algorithm for Large Scale Calculations the Orthonormal , BM Basis, approaches not orthonormal based on the Gram-Schmidt orthonormalization algorithm. Our adaptation of the Gram-Schmidt orthonormalization procedure provide simple analytic formulas for the . Bargmann-Moshinsky basis orthonormalization coefficients and do not involve any square root operation on the

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The Implementation of the Symbolic-Numerical Method for Finding the Adiabatic Waveguide Modes of Intries. The main methods for solving problems with the Maxwell equations are either finite difference methods or methods based on the Galerkin and Kantorovich expansions, or the finite element method. Each of the classes of methods is characterised by a wide range of permissible objects, but in each

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About Integrability of the Degenerate System,By mean of the Power Geometry Method, this degenerated system is reduced to a non-degenerate form by the blow-up process. After, we search for the necessary conditions of local integrability by the normal form method. We look for the set of necessary conditions on parameters under which the original