英語 での Differentiable の使用例とその 日本語 への翻訳
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That f is differentiable on D.
For example, if f is twice differentiable.
Differentiable manifolds are very important in physics.
Suppose f is differentiable on(a, b).
In particular, S(Rn) is a subspace of the function space C∞(Rn)of infinitely differentiable functions.
Continuously differentiable functions are sometimes said to be of class C1.
Suppose f and g are differentiable at a.
The learning of differentiable decision trees can be combined with representation learning.
As a function of$w$, this objective is differentiable and convex.
Chain rule: If g is differentiable at p and h is differentiable at g(p).
In particular, if f is infinitely-often differentiable, then so is u.
If f is infinitely differentiable, then this is the beginning of the Taylor series for f evaluated at x+ h around x.
Suppose that f is differentiable at z0.
Backpropagation requires that the activation function used by the artificial neurons(or"nodes")be differentiable.
Such a function is necessarily infinitely differentiable, and in fact analytic.
Special kinds of differentiable manifolds form the basis for physical theories such as classical mechanics, general relativity, and Yang- Mills theory.
Data in the above formulas,u and v are arbitrary differentiable functions and c is a constant.
It is necessary that u and v be real differentiable, which is a stronger condition than the existence of the partial derivatives, but in general, weaker than continuous differentiability.
In calculus, the product rule(also called Leibniz's law)governs the differentiation of products of differentiable functions.
Is given as a power series as above, it is differentiable on the interior of the domain of convergence.
The number of people waiting in line to purchase tickets at time t,is modeled by a twice differentiable function L, L of t.
The divergence of a continuously differentiable vector field F= U i+ V j+ W k is equal to the scalar-valued function.
Our system quickly recognizes the physical world state from appearance and motion cues,and has the flexibility to incorporate both differentiable and non-differentiable physics and graphics engines.
I was considering periodic functions that were differentiable at every point in$\mathbb{R}$, but I realize that a function only has to be differentiable at all points in its domain to be considered differentiable.
Leibniz is along with Isaac Newton the inventor of infinitesimal calculus and,since a function must be continuous to be differentiable, he postulated the following law of continuity as an axiom of his metaphysics.
Definition: the Derivative of the function at the point is called the limit of the ratio of the increment function at the point the increment of the argument, when the increment of the argument tends to zero can be designated prime or General differentiation formula Data in the above formulas,u and v are arbitrary differentiable functions and c is a constant.
The last statement is wrong, since not every differentiable periodic function has bounded derivative.
I have introduced and studied several classes of fold maps satisfying good algebraic and differential topological properties and geometric properties of source manifolds: more precisely, under appropriate conditions, I have discovered restrictions not only on homology groups,but also more precise information such as topological types and differentiable structures of manifolds.
If the charts are suitably compatible(namely, the transition from one chart to another is differentiable), then computations done in one chart are valid in any other differentiable chart.
This paper presents label distribution learning forests(LDLFs)-a novel label distribution learning algorithm based on differentiable decision trees, which have several advantages: 1 Decision trees have the potential to model any general form of label distributions by a mixture of leaf node predictions.