  This is Part A of four Parts dedicated to modular lattices of finite length.
It builds on 1992 notes of the author (available on ResearchGate), and in so
doing heeds a wish of the late Gian-Carlo Rota. Part A is in fairly final form
and mainly features known material, exceptions being a short proof of the
distributivity of congruence lattices of lattices, as well as the concept of a
point-splitting (which applies to arbitrary partial linear spaces). The planned
content of Parts B,C,D is given in the introduction of Part A. Suffice it to
say that deep results from C.Herrmann and R.Wille will be treated in English
for the first time. All of this (even Part A) is work in process and
comments/contributions are welcome.
