40 citations · 66 across the 10 of their papers we have counts for
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math.OA2007
Commuting linear operators and algebraic decompositions
A. Rod Gover, Josef Silhan
For commuting linear operators we describe a range of conditions which are weaker than invertibility. When any of these conditions hold we may study the compo…
math.DG2007
Four dimensional conformal C-spaces
A. Rod Gover, Paul-Andi Nagy
We investigate the structure of conformal -spaces,a class of Riemmanian manifolds which naturally arises as aconformal generalisation of the Einstein condition. A basic question…
math.AC2007★ 1 cited
Commuting linear operators and decompositions; applications to Einstein manifolds
A. Rod Gover, Josef Silhan
For linear operators which factor with suitable assumptions concerning commutativity of the factors, we introduce several notions of a decomposition. When any of these hold then qu…