  In view of the increasing importance of non-Gaussian entangled states in
quantum information protocols like teleportation and violations of Bell
inequalities, the steering of continuous variable non-Gaussian entangled states
is investigated. The EPR steering for Gaussian states may be demonstrated
through the violation of the Reid inequality involving products of the inferred
variances of non-commuting observables. However, for arbitrary states the Reid
inequality is not always necessary because of the higher order correlations in
such states. One then needs to use the entropic steering inequality. We examine
several classes of currently important non-Gaussian entangled states, such as
the two-dimensional harmonic oscillator, the photon subtracted two mode
squeezed vacuum, and the NOON state, in order to demonstrate the steering
property of such states. A comparative study of the violation of the
Bell-inequality for these states shows that the entanglement present is more
easily revealed through steering compared to Bell-violation for several such
states.
