Numerical implementation of the Lame equation with complex boundary conditionsNumerical implementation of the Lame equation with complex boundary conditions
Issues in the software implementation of stochastic numerical Runge–Kutta to
implement stochastic
numerical methods and motivate to use source code generation are described. We discuss
Analytical-Numerical Implementation of Polyvector Algebra in Julia,
implement the Grassmann algebra, while multivectors with the geometric product
implement the Clifford
Calculation of the expansion dynamics of evaporated tungsten under the action of a laser pulseThe paper is devoted to the
numerical implementation of a model of the dynamics of the tungsten