2 citations · 3 across the 3 of their papers we have counts for
4 papers
-root systems of exceptional flag manifolds. Classification and invariants
Michail M. Graev
We classify the systems of -roots of the flag manifolds of the exceptional compact simple Lie groups with the second Betti number .
On the compactness of the set of invariant Einstein metrics
Michail M. Graev
Let be a connected simply connected homogeneous manifold of a compact, not necessarily connected Lie group . We will assume that the isotropy -module $\mathfrak {g/…
On invariant Einstein metrics on Kähler homogeneous spaces , , , , ,
Michail M. Graev
We study invariant Einstein metrics on the indicated homogeneous manifolds , the corresponding algebraic Einstein equations , the associated with and Newton polytopes…
On existence of invariant Einstein metrics on a compact homogeneous space
Michail M. Graev
We prove that the existence of a positively defined, invariant Einstein metric on a connected homogeneous space of a compact Lie group is the consequence of non-contr…