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Φ is directionally differentiable at x; and.
φ is called directionally differentiable on X if it is directionally differentiable at every point of X. see [9].
Suppose that is directionally differentiable at every point in and that is onto.
If a function is directionally differentiable, then it is semidifferentiable, but the converse is not true.
(i) is directionally differentiable at ; (ii)for any and with, (2.4).
Let (Xsubseteqmathbb{R}^{n}) be an η-invex set and (varphi: Xrightarrow mathbb{R}) be directionally differentiable on X.
Similar(49)
As ϕ is differentiable on W it is also directionally (Gateaux) differentiable, and (q geq{ vert {partialphi(x) v} vert }_{Y}).
Milnor dubbed these differentiable structures "exotic spheres".
Such an object has no smoothness; in mathematical terms, it is not differentiable.
And yet two of the terms in the KPZ equation call for the object to be differentiable.
I think that was directionally the right thing to do".
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