Abstract
The author characterises integral operators belonging to B(L/sup 2/(R/sup 3/)) which are dilatation analytic in the Cartesian product of two sectors Ssub(a) contains C as analytic functions from Ssub(a) X Ssub(a) into B(L/sup 2/(..cap omega..)), the space of bounded operators on square integrable functions on the unit sphere ..cap omega.., which satisfy certain norm estimates uniformly on every subsector.
Vici, A D
[1]
- Rome Univ. (Italy). Ist. di Matematica
Citation Formats
Vici, A D.
Characterization of dilation analytic integral kernels.
Netherlands: N. p.,
1979.
Web.
Vici, A D.
Characterization of dilation analytic integral kernels.
Netherlands.
Vici, A D.
1979.
"Characterization of dilation analytic integral kernels."
Netherlands.
@misc{etde_7093030,
title = {Characterization of dilation analytic integral kernels}
author = {Vici, A D}
abstractNote = {The author characterises integral operators belonging to B(L/sup 2/(R/sup 3/)) which are dilatation analytic in the Cartesian product of two sectors Ssub(a) contains C as analytic functions from Ssub(a) X Ssub(a) into B(L/sup 2/(..cap omega..)), the space of bounded operators on square integrable functions on the unit sphere ..cap omega.., which satisfy certain norm estimates uniformly on every subsector.}
journal = []
volume = {3:6}
journal type = {AC}
place = {Netherlands}
year = {1979}
month = {Nov}
}
title = {Characterization of dilation analytic integral kernels}
author = {Vici, A D}
abstractNote = {The author characterises integral operators belonging to B(L/sup 2/(R/sup 3/)) which are dilatation analytic in the Cartesian product of two sectors Ssub(a) contains C as analytic functions from Ssub(a) X Ssub(a) into B(L/sup 2/(..cap omega..)), the space of bounded operators on square integrable functions on the unit sphere ..cap omega.., which satisfy certain norm estimates uniformly on every subsector.}
journal = []
volume = {3:6}
journal type = {AC}
place = {Netherlands}
year = {1979}
month = {Nov}
}