  It was shown in Dey and Roy (2012) that the near horizon limit of the 1/4 BPS
threshold F-D$p$ (for $0\leq p \leq 5$, $p \neq 4$) bound state solutions of
type II string theories give rise to space-time metrics endowed with Lifshitz
scaling along with hyperscaling violation. Here we compute the holographic
entanglement entropy of this system for all $p \neq 4$ (for $p=4$ the
space-time has AdS$_2$ structure). For $p=3,5$, we get the expected area law
behavior of the entanglement entropy. For $p=0,1$, the entanglement entropy has
new area law violations and has the behavior which is in between the linear and
logarithmic behaviors. For $p=2$, we get a logarithmic violation of the area
law. We also compute the entanglement entropy at finite temperature and show
that as the temperature rises, the entanglement entropy makes a crossover to
the thermal entropy of the system. We thus obtain the string theoretic
realization of holographic EE and various of its aspects noted earlier for
generic metric with hyperscaling violation.
