  This is the first of a series of papers on enriched infinity categories,
seeking to reduce enriched higher category theory to the higher algebra of
presentable infinity categories, which is better understood and can be
approached via universal properties.
  In this paper, we introduce enriched presheaves on an enriched infinity
category. We prove analogues of most familiar properties of presheaves. For
example, we compute limits and colimits of presheaves, prove that all
presheaves are colimits of representable presheaves, and prove a version of the
Yoneda lemma.
