영어에서 Differentiable 을 사용하는 예와 한국어로 번역
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Differentiable manifold.
And if(x) differentiable on a, b.
Differentiable manifolds.
Lecture Notes on Differentiable Manifolds.
Differentiable manifold.
Implementation of a Differentiable Neural Computer.
Differentiable manifold.
It contains the first proper definition of a differentiable manifold.
Differentiable manifolds.
This implies that all f(n) are continuous and differentiable at x= 0, because.
Differentiable manifolds.
Milnor showed that 28 different differentiable structures exist on the seven-dimensional sphere.
He also initiated the study of topological differential geometry,the study of invariant differentiable mappings.
Her contribution Ergodic theory of differentiable dynamical systems appeared in the resulting 1995 publication presents.
He later extended his methods to study the Koch curves which are continuous everywhere but nowhere differentiable.
In this area he examined the theory of differentiable measures in infinite dimensional spaces and the theory of distributions.
In particular he has made substantial contributions to the study of singularities, especially isolated singularities, of differentiable maps and algebraic varieties.
Note that the ReLU function is not differentiable when the input is 0. Instead, we pick its left-hand-side(LHS) derivative 0 at location 0.
This defense approach worked at first but was eventually defeated by an attack known as Backward Pass Differentiable Approximation(BPDA).
Her son Michail Zhitomirskii, who works on the theory of differentiable manifolds, and daughter Svetlana both became research mathematicians.
His work The invariantsof quadratic differential forms(1927) is a systematic treatment of Riemann geometry while his work, written jointly with his student Henry Whitehead, The foundations of differential geometry(1933) gives the first definition of a differentiable manifold.
A comprehensive self-contained survey of the results on ergodic theory of differentiable dynamical systems achieved in the last two decades….
The transformation of his conception of an analytic function from a differentiable function to a function expansible into a convergent power series was made during this early period of Weierstrass's mathematical activity.
For his work in nonlinear partial differential equations, his contributions to the topology of differentiable manifolds, and for his work on the complex Monge- Ampère equation on compact complex manifolds.
In particular he proved theorems about the embedding of an n-dimensional differentiable manifold in Euclidean space and he discovered characteristic classes at the same time as Stiefel.
As impressive as each individual paper is, it is even more impressive to see them grouped together in two volumes,the first including papers in graphs and combinatorics, differentiable functions and singularities, and analytic spaces, and the second containing contributions to manifolds, bundles and characteristic classes, topology and algebraic topology, and geometric integration theory.