Definition of differential operator in English:

differential operator

noun

Mathematics

another term for del
Example sentencesExamples
- He showed how to extend Laplace's series to give a perturbing function in the case of elliptical orbits by introducing differential operators which act on the Laplace coefficients.
- He used what he called the ‘fluxio-differential’ method, so called because it used two independent first-order Leibniz type differential operators.
- In these papers a special role is played by expansions in terms of the eigenfunctions of linear differential operators.
- Formal properties of differential operators are studied in many of his contributions, in particular in his early papers he worked on commuting differential operators.
- And we all know that the Laplacian operator is by far the most important differential operator in Mathematical Physics.

Definition of differential operator in US English:

differential operator

nounˈˌdifəˈren(t)SHəl ˈäpəˌrādər

Mathematics

another term for del
Example sentencesExamples
- And we all know that the Laplacian operator is by far the most important differential operator in Mathematical Physics.
- He showed how to extend Laplace's series to give a perturbing function in the case of elliptical orbits by introducing differential operators which act on the Laplace coefficients.
- He used what he called the ‘fluxio-differential’ method, so called because it used two independent first-order Leibniz type differential operators.
- In these papers a special role is played by expansions in terms of the eigenfunctions of linear differential operators.
- Formal properties of differential operators are studied in many of his contributions, in particular in his early papers he worked on commuting differential operators.

单词	differential operator
释义	Definition of differential operator in English: differential operator noun Mathematics another term for del Example sentencesExamples He showed how to extend Laplace's series to give a perturbing function in the case of elliptical orbits by introducing differential operators which act on the Laplace coefficients. He used what he called the ‘fluxio-differential’ method, so called because it used two independent first-order Leibniz type differential operators. In these papers a special role is played by expansions in terms of the eigenfunctions of linear differential operators. Formal properties of differential operators are studied in many of his contributions, in particular in his early papers he worked on commuting differential operators. And we all know that the Laplacian operator is by far the most important differential operator in Mathematical Physics. Definition of differential operator in US English: differential operator nounˈˌdifəˈren(t)SHəl ˈäpəˌrādər Mathematics another term for del Example sentencesExamples And we all know that the Laplacian operator is by far the most important differential operator in Mathematical Physics. He showed how to extend Laplace's series to give a perturbing function in the case of elliptical orbits by introducing differential operators which act on the Laplace coefficients. He used what he called the ‘fluxio-differential’ method, so called because it used two independent first-order Leibniz type differential operators. In these papers a special role is played by expansions in terms of the eigenfunctions of linear differential operators. Formal properties of differential operators are studied in many of his contributions, in particular in his early papers he worked on commuting differential operators.
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