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Results: 10
Strength of convergence in duals of C-algebras and nilpotent Lie groups
Authors:
Archbold, RJ Kaniuth, E Ludwig, J Schlichting, G Somerset, DWB
Citation:
Rj. Archbold et al., Strength of convergence in duals of C-algebras and nilpotent Lie groups, ADV MATH, 158(1), 2001, pp. 26-65
Non-regularity for Banach function algebras
Authors:
Feinstein, JF Somerset, DWB
Citation:
Jf. Feinstein et Dwb. Somerset, Non-regularity for Banach function algebras, STUD MATH, 141(1), 2000, pp. 53-68
The local multiplier algebra of a C-algebra, II
Authors:
Somerset, DWB
Citation:
Dwb. Somerset, The local multiplier algebra of a C-algebra, II, J FUNCT ANA, 171(2), 2000, pp. 308-330
Derivations of 2-subhomogeneous C-algebras
Authors:
Somerset, DWB
Citation:
Dwb. Somerset, Derivations of 2-subhomogeneous C-algebras, P EDIN MATH, 43, 2000, pp. 449-456
On the topology of the dual of a nilpotent Lie group
Authors:
Archbold, RJ Somerset, DWB Kaniuth, E Schlichting, G
Citation:
Rj. Archbold et al., On the topology of the dual of a nilpotent Lie group, MATH PROC C, 125, 1999, pp. 269-293
Elementary operators on antiliminal C-algebras
Authors:
Archbold, RJ Mathieu, M Somerset, DWB
Citation:
Rj. Archbold et al., Elementary operators on antiliminal C-algebras, MATH ANNAL, 313(4), 1999, pp. 609-616
Ideal spaces of Banach algebras
Authors:
Somerset, DWB
Citation:
Dwb. Somerset, Ideal spaces of Banach algebras, P LOND MATH, 78, 1999, pp. 369-400
Minimal primal ideals in rings and Banach algebras
Authors:
Somerset, DWB
Citation:
Dwb. Somerset, Minimal primal ideals in rings and Banach algebras, J PURE APPL, 144(1), 1999, pp. 67-89
A Dauns-Hofmann theorem for TAF-algebras
Authors:
Somerset, DWB
Citation:
Dwb. Somerset, A Dauns-Hofmann theorem for TAF-algebras, P AM MATH S, 127(5), 1999, pp. 1379-1385
Spectral synthesis for Banach algebras
Authors:
Somerset, DWB
Citation:
Dwb. Somerset, Spectral synthesis for Banach algebras, Q J MATH, 49(196), 1998, pp. 501-521
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