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[ adjective ] possessing a differential coefficient or derivative
Used in print (Kenneth Hoffman and Ray Kunze, Linear Al...)Let n be a positive integer and let V be the space of all n times continuously differentiable functions f on the real line which satisfy the differential_equation * * f where * * f are some fixed constants . If * * f denotes the space of n times continuously differentiable functions , then the space V of solutions of this differential_equation is a subspace of * * f . If we are discussing differentiable complex valued functions , then * * f and V are complex vector spaces , and * * f may be any complex_numbers . Related terms |
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[ adjective ] capable of being perceived as different
Examples "differentiable species" Related terms |
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