We study the problem of existence of stationary disks for domains in almost complex manifolds. As a consequence of our results, we prove that any almost complex domains which is a small deformations of a strictly linearly convex domain D ⊂ C with standard complex structure admits a singular foliation by stationary disks passing through any given internal point. Similar results are given for fol...

When using the Cobb-Douglas (C-D) production function to measure contribution rate of agricultural technological progress (ATP), it is necessary estimate output elasticity coefficient (OEC) each input factor in C-D function. For this purpose, usually take logarithm at both sides and convert into a linear function, then use regression analysis method OECs factors. However, there are some problem...

This is a survey of M-regularity and its applications, expanding on lectures given by the second author at the Seattle conference, in August 2005, and at the Luminy workshop " Géométrie Algébrique Complexe " , in October 2005 1 .

Nous montrons la densité des cycles répulsifs dans l’ensemble de Julia des fonctions méromorphes transcendantes à une variable complexe, sans utiliser le théorème des cinq ı̂les d’Ahlfors ni la théorie de Nevanlinna.

This is a survey of M -regularity and its applications, expanding on lectures given by the second author at the Seattle conference, in August 2005, and at the Luminy workshop ”Géométrie Algébrique Complexe”, in October 2005.