differentiable

• Terme technique utilisé en mathématiques et en analyse pour qualifier une fonction qui possède une dérivée en chaque point de son domaine de définition.

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.

   différentiable (possédant une dérivée)

   • 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.

   pouvant être distingué

   • 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.

   Synonymesdiscerniblediscriminabledistinguishableseparable

   Antonymesidenticalindistinguishablesameundifferentiated