We show that a coherent superposition of coherent states remains highly non
classical when it is amplified through a linear phase-sensitive or phase-in
sensitive amplifier. The nonclassicality persists for arbitrarily large gai
n. We also propose a scheme for the observation of quantum interference via
phase-sensitive amplification. The basic idea is to amplify a Schrodinger-
cat state through a phase-sensitive two-photon CEL amplifier such that ther
e is no added noise in the quadrature of interest and all the noise is fed
into the conjugate quadrature. This scheme allows us to avoid the problem o
f detector efficiency in balanced homodyne detection. (C) 2000 Elsevier Sci
ence B.V. All rights reserved.