  In order to analyze the fidelity susceptibility of non-relativistic field
theories, which are important in condensed matter systems, we generalize the
proposal to obtain the fidelity susceptibility holographically to Lifshitz
geometries. It will be argued that this proposal can be used to study the
fidelity susceptibility for various condensed matter systems. To demonstrated
this, we will explicitly use this proposal to analyze the fidelity
susceptibility for a non-relativistic many-body system, and argue that the
fidelity susceptibility of this theory can be holographically obtained from a
bulk Lifshitz geometry. In fact, using a Einstein-Dilaton-Maxwell-AdS-Lifshitz
theory, we explicitly demonstrated that the fidelity susceptibility obtained
from this bulk geometry is equal to the fidelity susceptibility of a bosonic
many-body system.
