Hasil untuk "math.AP"

Anja Bendixen-Danowski

Samy Skander Bahoura

We give Harnack inequalities for solutions of equations of type prescribed scalar curvature in dimensions n $\ge$ 4.

Jaime Delgado Rubio

In 2018, Mexico held its presidential election; its results soon clearly indicated that the left-wing candidate, with a degree in political science and a fierce critic of the ruling political system, Andrés Manuel López Obrador, would become President. Following his triumph, many cultural organizations, unions and employees of the field jubilantly celebrated what they thought would mean a strengthening of cultural policies and a kind of return to the years of President Lázaro Cárdenas del Río who put archeology, indigenism and culture at the heart of his government policies.

Denis Serre

We prove the decay of the L 2-distance from the solution u(t) of a hyperbolic scalar conservation law, to some convex, flow-invariant target sets.

Daniel García Raso

Nekbet Corpas Cívicos

Samy Skander Bahoura

We derive a local uniform boundedness result for an elliptic equation having interior singularity.

Ana Pastor

Doug Rocks-Macqueen

Ignacio Rodríguez Temiño

Amanda Harvey

Ovidiu Savin

We give a definition of viscosity solution for the minimal surface system and prove a version of Allard regularity theorem in this setting.

Veli Shakhmurov

In this paper, regularity properties of Cauchy problem for linear and nonlinear abstract Schrödinger equations in vector-valued function spaces are obtained.

Samy Skander Bahoura

This text talk about the isoperimetric inequalities of Nehari, Huber and Alexandrov in dimension 2.

Samy Skander Bahoura

We give some results on a priori estimates and on estimates of type sup+inf and sup*inf.

Wei Sun

We study the general $J$-flows. We use Moser iteration to obtain the uniform estimate.

Jean-François Babadjian, Gilles A. Francfort

This note is devoted to a rigorous derivation of rigid-plasticity as the limit of elasto-plasticity when the elasticity tends to infinity.

F. Feo

We prove some uniqueness results for weak solutions to some classes of parabolic Dirichlet problems.

M. Colombeau

This paper is devoted to the blow-up of analytic solutions with the emergence of irregular solutions.

Jean Bourgain

New estimates on the maximal function associated to the linear Schrodinger equation are established