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Bounds for Approximate Solutions to the Operator Differential Equation Y(T) = M(T)Y(T); Applications to Magnus Expansion and to II(1+F(T))U = 0

机译：算子近似解的界限微分方程Y（T）= m（T）Y（T）;应用于magnus扩展和II（1 + F（T））U = 0

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作者
Wilcox, R.;
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年度 1970
页码 p.1-33
总页数 33
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Differential equations; Asymptotic solutions; Mathematical operators; Numerical solution;

机译：微分方程;渐近解;数学算子;数值解;

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7. Bounds for approximate solutions to the operator differential equation Ẏ(t) = M(t)Y(t); applications to Magnus expansion and to ü + 1 + ƒ(t)u = 0 [O] . Wilcox Ralph 1972

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8. THE TWO VARIABLE EXPANSION PROCEDURE FOR THE APPROXIMATE SOLUTION OF CERTAIN NON-LINEAR DIFFERENTIAL EQUATIONS [R] . 1962

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Bounds for Approximate Solutions to the Operator Differential Equation Y(T) = M(T)Y(T); Applications to Magnus Expansion and to II(1+F(T))U = 0

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