A generalized Brauer construction and linear source modules
Robert Boltje and Burkhard K\"ulshammer. 
Trans. Amer. Math. Soc. 352 (2000), 3411-3428.
                       
Abstract: For a complete discrete valuation ring $\mathcal O$ with residue 
field $F$, a subgroup $H$ of a finite group $G$ and a homomorphism $\phi:
H \rightarrow {\mathcal O}^\times$, we define a functor $V \mapsto
\bar\bar V(H,\phi)$ from the category of ${\mathcal O}G$-modules to the 
category of $FN_G(H,\phi)$-modules and investigate its behaviour with 
respect to linear source modules.