differentiatable
English
[edit]Etymology
[edit]From differentiate + -able.
Adjective
[edit]differentiatable
- That can be differentiated; that can be distinguished.
- 1890, Randolph Sinks Foster, Studies in Theology, page 117:
- It would, in that case, have been as real as it now is, and would have been differentiable from its Maker as an effect is differentiable from its cause.
- 2000, Eugene E. Graziano, Language-Operational-Gestalt Awareness:
- To exist, for some games, a thing must be language-operationally differentiatable from some, other things to which it may or may not usefully inter-relate: it must be a discrete entity among others.
- 2011, Angela H. Pfaffenberger, Paul W. Marko, Allan Combs, The Postconventional Personality, page 45:
- According to this version of developmental theory, Alchemists and their Ironist and Elder mentors see simultaneous awareness of all four territories and their relative congruity or incongruity with one another at any given time, and of the nondual background—the undifferentiated aesthetic continuum—from which the differentiatable territories emerge.
- 2024, Mr. Jeffrey Robert Palin Jr., Gigged Up:
- If (a) singularity was "a physical existence", shouldn't said existence have been "dividable (measurement-wise) into differentiatable different parts"?
- (mathematics) For which a derivative or differential can be calculated.
- 1896 August, W. Williams, “On the Convergency of Fourier's Series”, in The London, Edinburgh and Dublin Philosophical Magazine and .Journal of Science, volume 42, number 255, page 137:
- A function which is differentiable wherever it is continuous is said to possess ordinary continuity.
- 1989, Robert G. Parr, Yang Weitao, Density-Functional Theory of Atoms and Molecules:
- In the last equation, it has been assumed that FGC[ρ] is differentiatable [see Englisch and Englisch (1984a, b) for discussion of the validity of this assumption].
- 2014, L.N. Kanal, E.S. Gelsema, Pattern Recognition and Artificial Intelligence, page 94:
- To this demand there is a unique solution for continuously differentiatable curves.