Examples of 'hölder' in a sentence
Meaning of "hölder"
Hölder refers to a holder or container used for holding something in place or providing support. It can also refer to a mathematical term related to Hölder spaces
How to use "hölder" in a sentence
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hölder
Any Hölder continuous function is uniformly continuous.
In this case it and its inverse are Hölder continuous.
Local Hölder continuity of solutions to degenerate parabolic equations.
We prove that both of these quantities are Hölder continuous.
Ernst Hölder was one of his teachers.
The number α is called the exponent of the Hölder condition.
We prove Hölder regularity of positive weak solutions satisfying energy estimates.
We obtain an oracle inequality and optimal rates of convergence over anisotropic Hölder classes.
The third manuscript concerns Hölder continuity results of a minimizer or solution to an obstacle problem.
Maximal functions and reverse Hölder inequalities.
We give a normal form for a Hölder hyperbolic skew product in the neighbourhood of a fixed point.
The condition is named after Otto Hölder.
Then is the Hölder conjugate of.
Cesàro and Hölder.
The classical methods of Hölder and Cesàro proved to be special Hausdorff method.
See also
In the last part we study Monge-Ampère measures with Hölder continuous potential.
Using the Hölder inequality twice, we have.
In that view, several tools are developped which center on the notion of Hölder exponent.
In this case, the Hölder coefficient serves as a seminorm.
In particular, we describe the behavior of the incremental moments and the pointwise Hölder exponent.
By the Hölder inequality, we conclude that.
The equivalence of it and Ramanujan 's sum is due to Hölder.
It does not satisfy a Hölder condition of any order, however.
We deduce a local limit theorem for « extended unitary Riesz-Raïkov sums » and hölder observables.
Finally, we prove Hölder regularity of solutions using the scaling property.
In this thesis, this function is assumed regular, i.e. belonging to a Hölder ball.
Applying the Hölder inequality to the right-hand side of the last inequality, we have.
We also show that every weak Reverse Hölder weight has a self-improving property.
The Jordan - Hölder theorem is a more precise way of stating this fact about finite groups.
We prove an itô-ventezel type formula for hölder paths with exponent is greater than 1/3.
The local Hölder exponent h varies with the q-dependent mass exponent through the equality.
Here, u belongs to a Hölder space, more precisely,.
Hölder was to prove it in the context of abstract groups in 1889.
In particular, any function of a Hölder class satisfies the Dini-Lipschitz test.
Peano curves from onto the square 2 can be constructed to be 1/2 - Hölder continuous.
Prof. Ernst Hölder served as his academic advisor.
To see this, it can be first be checked that F ( and hence F-1 ) is Hölder continuous.
To prove a Hölder estimate, it can be assumed that x - y is uniformly small.
Abstract, The first result involving Hölder regularity and the Baire 's categories theorem goes back to 1931.
In mathematics, Hölder summation is a method for summing divergent series introduced by Hölder 1882.
