differentiable

• Технический термин, используемый в математике и математическом анализе для описания функции, имеющей производную в каждой точке своей области определения.

A technical term used in mathematics and calculus to describe a function that has a derivative at each point in its domain.

1. Possessing a derivativeC1formal

   Describes a function that has a derivative at each point in its domain, meaning it is smooth enough to be differentiated.

   Дифференцируемый

   • A polynomial function is always differentiable.
   • The function is not differentiable at the point where it has a sharp corner.
   • To apply the chain rule, the outer function must be differentiable.

2. Capable of being distinguishedC2formal

   Able to be perceived or recognized as different or distinct from something else.

   Различимый

   • The two species are barely differentiable without a microscope.
   • The symptoms are differentiable from a common cold.
   • The artist's style is clearly differentiable from his contemporaries.

   Synonymsdiscerniblediscriminabledistinguishableseparable

   Antonymsidenticalindistinguishablesameundifferentiated