[PDF] John Forbes Nash Jr. 13 sept. 2015 problem is

Hölder continuity of solutions to a basic problem in the calculus of

Regularity of solutions to one-dimensional and multi-dimensional

28 févr. 2008 E-mail: clarke@math.univ-lyon1.fr. We review the long-standing issue of regularity of solutions to the basic prob- lem in the calculus of ...

Weighted Hölder continuity of Riemann-Liouville fractional integrals

7 mars 2018 5.2 Weighted Hölder continuity of solutions to (CP) . ... operators (see Section 3 for basic recalls on fractional calculus) and where.

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Local Lipschitz continuity of solutions to a problem in the calculus the hypotheses and gives a self-contained proof of the main theorem of the article.

Local Lipschitz continuity of solutions to a problem in the calculus of

F (Du) + G(x u) over the functions u ? W1

Space-time paraproducts for paracontrolled calculus 3d-PAM and

25 févr. 2019 p-Hölder continuous with p ? 2

ON A DEGENERATE PROBLEM IN THE CALCULUS OF VARIATIONS

19 nov. 2018 When ? is assumed to be Lipschitz then the solutions of (P?) are Hölder continuous on ?

ON A DEGENERATE PROBLEM IN THE CALCULUS OF

A major issue still beyond the scope of this paper

Hölder estimates in space-time for viscosity solutions of Hamilton

It is well-known that solutions to the basic problem in the calculus of variations may fail to be Lipschitz continuous when the Lagrangian depends on t.

John Forbes Nash Jr.

13 sept. 2015 problem is to find a "solution" i.e. to predict what the ... If France participates