GÖK, Ö. 2000. On the bicommutant theorem for strongly equicontinuous Boolean algebras of projections in locally convex spaces and resolutions of the identity of scalar-type spectral operators in Banach C(K)-modules.. Int. J. Appl. Math. , vol.2, no.10 , 1245-1258.

GÖK, Ö., (2000). On the bicommutant theorem for strongly equicontinuous Boolean algebras of projections in locally convex spaces and resolutions of the identity of scalar-type spectral operators in Banach C(K)-modules.. Int. J. Appl. Math. , vol.2, no.10, 1245-1258.

GÖK, Ömer. "On the bicommutant theorem for strongly equicontinuous Boolean algebras of projections in locally convex spaces and resolutions of the identity of scalar-type spectral operators in Banach C(K)-modules.," Int. J. Appl. Math. , vol.2, no.10, 1245-1258, 2000

GÖK, Ömer. "On the bicommutant theorem for strongly equicontinuous Boolean algebras of projections in locally convex spaces and resolutions of the identity of scalar-type spectral operators in Banach C(K)-modules.." Int. J. Appl. Math. , vol.2, no.10, pp.1245-1258, 2000

GÖK, Ö. (2000) . "On the bicommutant theorem for strongly equicontinuous Boolean algebras of projections in locally convex spaces and resolutions of the identity of scalar-type spectral operators in Banach C(K)-modules.." Int. J. Appl. Math. , vol.2, no.10, pp.1245-1258.

@article{article, author={Ömer GÖK}, title={On the bicommutant theorem for strongly equicontinuous Boolean algebras of projections in locally convex spaces and resolutions of the identity of scalar-type spectral operators in Banach C(K)-modules.}, journal={Int. J. Appl. Math.}, year=2000, pages={1245-1258} }