Boris Kruglikov.
  "Existence of close pseudoholomorphic disks for almost complex
  manifolds and an application to Kobayashi-Royden pseudonorm".

  Functional Analysis and its Applications, v.33, no.1, 46--58 (1999).

It is proved in the paper that near every pseudoholomorphic disk
in an almost complex manifold a disk of almost the same size in any
close direction passes. Similarly in almost complex 1-jet space
this statement is equivalent to the existence of close holonomic
pseudoholomorphic disk through any point of a small neighborhood
of the initial holonomic disk. As an application the Kobayashi-Royden
pseudonorm for almost complex manifolds is defined and it is proved
that this norm is upper semicontinuos, implying the coincidence result:
the integration of the Royden pseudonorm gives the Kobayashi
pseudodistance.