Analog VLSI signal processing is most effective when precision is not
required, and is therefore an ideal solution for the implementation of
perception systems. The possibility to choose the physical variable t
hat represents each signal allows all the features of the transistor t
o be exploited opportunistically to implement very dense time- and amp
litude-continuous processing cells. This paper describes a simple mode
l that captures all the essential features of the transistor. This sym
metrical model also supports the concept of pseudoconductance which fa
cilitates the implementation of linear networks of transistors. Basic
combinations of transistors in the current mirror, the differential pa
ir, and the translinear loop are revisited as support material for the
description of a variety of building blocks. These examples illustrat
e the rich catalogue of linear and nonlinear operators that are availa
ble for local and collective analog processing. The difficult problem
of analog storage is addressed briefly, as well as various means for i
mplementing the necessary intrachip and interchip communication.