invariant differential equations
不變 invariant不變微分 invariant derivationbernoulli微分方程 bernoulli differential equation差微分方程 difference-differential equation常微分方程 gewoehnliche differentialgleichungen ordinary differential equations; ordinary differentical equations低微分方程 harmonic differential equation擬微分方程 quasi differential equation偏微分方程 partial differential equation; partialdifferentialequation全微分方程 exact differential equation; total differential equation微分-差分方程 differential-difference equation微分方程 differential eguation; differential equations; differentiating equation; differentsialnye uravneiya; diffuse equation微分方程論 theory of differential equations微分方程式 differential equation微分方程組 simultaneous differential equations偽微分方程 pseudodifferential equations微分差分方程 差微分方程 difference-differentialequation伴隨微分方程 adjoint differential equation病態微分方程 stiff differential equation波動微分方程 wave differential equation差分微分方程 difference differential equation; differential difference equation; differential-difference equation常微分方程式 problem of ordinary differential equation常微分方程組 system of ordinary differential equations代數微分方程 algebraic differential equation等權微分方程 isobaric differential equation典型微分方程 canonical differential equation
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Application of the theory of moving frames leads to costruct symmetry - preserving numerical approximations to differential invariants and invariant differential equations 通過應用活動標架理論,我們可以構造出微分不變量和不變微分方程 的保對稱數值近似。