This article analyzes the matrix operational method which is used to get the best possible optimization result for Linear programming with two stages in details and enhance the dependability for solving by the construction method for matrix operation, degenerating feasible solution and adjusting row vector or column vector of matrix.
This paper suggests that by means of the theory of operational calculus, an operational method of finding solution for Volterra's integral equations with kernels of specail type, i.e. for integral equations of convolution form.
This text is through introducing the daily operation method of several kinds of operators for example: Direct method , function method , parameter differentiation method, integral transformations method , undetermined operator method , representation method.
This paper discusses reforming the higher mathematics course of higher vocational colleges, higher technical schools by explaining basic concepts thoroughly, introducing mathematical experiments, and appropriately reducing (lecturing) on operational methods.
Identification of the Experimental Trends by the Operational Methods of q-transform
It was proposed to do smoothing and identification of the experimental trend functions by the operational methods of the integral q-transformation whose special case (for q → 0), the zero-transformation N was studied in an earlier paper.
The exact solutions to the Cauchy problem for two equations, which are slight generalizations of the so-called linear vectorial Fokker-Planck equation, are found using Feynman's disentangling techniques and algebraic (operational) methods.
The exact solution to the Cauchy problem for a generalized "linear" vectorial Fokker-Planck equation is found by using the disentangling techniques of Feynman and algebraic (operational) methods.
This paper investigates the fundamental theories and operational methods of generalization.