Tensor polarization observables (t 20, t 21, and t 22) have been measured in elastic electron-
deuteron scattering for six values of momentum transfer between 0.66 and 1.7 (GeV/c) 2 …

The theory of fully nonlinear uniforrrily para1) olic rquations in sp; icrs with Holder
continuous ilerivatives is very well developed arid can be found in the books of Krylov [21] …

We study uniformly elliptic fully nonlinear equations of the type F (D2u, Du, u, x)= f (x). We
show that convex positively 1-homogeneous operators possess two principal eigenvalues …

The primary objective of the paper is to study the existence, asymptotic boundary estimates
and uniqueness of large solutions to fully nonlinear equations H⁢(x, u, D⁢ u, D 2⁢ u) …

We get existence, uniqueness and non-uniqueness of viscosity solutions of uniformly elliptic
fully nonlinear equations of the Hamilton–Jacobi–Bellman–Isaacs type with unbounded …

We prove in this paper new velocity‐averaging results for second‐order multidimensional
equations of the general form ℒ︁ (∇ x, v) f (x, v)= g (x, v) where ℒ︁ (∇ x, v):= a (v)·∇ x−∇ …

We prove interior Hölder estimates for the spatial gradients of the viscosity solutions to the
singular or degenerate parabolic equation ut=|∇⁡ u| κ⁢ div⁡(|∇⁡ u| p-2⁢∇⁡ u), where …

For the first time, we present for the general case of fully nonlinear elliptic differential
equations of second order a nonstandard C^1 finite element method (FEM). We consider …

Symmetry results for viscosity solutions of fully nonlinear uniformly elliptic equations Page 1 J.
Eur. Math. Soc. 9, 317–330 c European Mathematical Society 2007 Francesca Da Lio · Boyan …

We study the fully nonlinear elliptic equation in a smooth bounded domain Ω, under the
assumption that the nonlinearity F is uniformly elliptic and positively homogeneous …