Putnam gives a strongly realist account of quantum logic. This has bee
n criticised as suggesting a hidden variable interpretation for quantu
m mechanics. Friedman and Glymour have done this in the framework of n
oncontextual hidden variable theories, which, however, does not fully
represent Putnam's ideas. Here Putnam's approach to quantum logic is u
nderstood in terms of contextual truth-value assignments. The concept
of a measurement is discussed. It follows that in order to reproduce q
uantum mechanical predictions a kind of disturbance is necessary, whic
h is then analyzed. Finally, it is shown that the Putnam approach does
not escape proofs of nonlocality, and thus shares, indeed, the unwelc
ome features of a hidden variable theory.