刘尊全;秦朝斌.MECHANICAL DEDUCTION OF FORMULAS OF DIFFERENTIAL EQUATIONS (I).Science in China,Ser.A.1981Z. Liu,C. Qin.Mechanical deduction of formulas of differential equations(I).Scientia Sinica. 1981Z. Liu,C. Qin.Mechanical deduction of formulas of differential equations(I). Scientia Sinica ...
摘要: We obtain some operator representations for the solutions of differential-difference equations with applications to multidimensional identification problems.关键词: differential-difference equation identification problem operator formula DOI: 10.1134/S1990478918010015 年份: 2018 ...
内容提示: Solution Formulas for Dif f erential Sylvester andLyapunov EquationsMaximilian Behr Peter Benner Jan HeilandDecember 16, 2018AbstractThe dif f erential Sylvester equation and its symmetric version, the dif f erential Lyapunov equation,appear in dif f erent f i elds of applied mathematics ...
ADifferentiation formulaslist has been provided here for students so that they can refer to these to solve problems based on differential equations. This is one of the most important topics in higher-class Mathematics. The general representation of the derivative isd/dx. ...
A STABILIZED PARTICLE METHOD FOR LARGE DEFORMATION DYNAMIC ANALYSIS OF STRUCTURES One of the main sources of instabilities in meshfree particle methods, which approximate the strong form of partial differential equations, is the existence ... H Ostad,S Mohammadi - 《International Journal of Structural...
We apply power series techniques for differential equations on probability generating functions to derive recursive formulas for discrete compound distributions. Such formulas are computationally effective and useful in risk theory. 关键词: Compound discrete distributions Recursive formulas DOI: 10.1016/0167-...
(∂uu∂xn). These formulas reveal special support properties of the semi-group when the generator is degenerate.MarcABergerandAlanDSloanSDOSJournal of Differential Equations
Matrix Riccati equations and other nonlinear ordinary differential equations with superposition formulas are, in the case of constant coefficients, shown to have the same exact solutions as their group theoretical discretizations. Explicit solutions of certain classes of scalar and matrix Riccati equations ...
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This expository paper is a revision of a short talk I gave at a meeting on convexity and entropy methods at The Kavli Royal Society International Centre at Chicheley Hall during June, 2011. Most of the lectures concerned "entropy " methods for partial differential equations, which mostly mean ...