A complex Lie group G is left invariant p-Kähler if it is p-Kähler and its p-Kähler form is left invariant. A homogeneous space G/H is p-Kähler if G is left invariant p-Kähler. The author studies properties and examples of left invariant p-Kähler gruops, and moreover shows that given G/U compact and holomorphically parallelizable, with U discrete, if G/U is p-Kähler then CN ×(G/U) is p-Kähler for any N ≥ 1.
p-Kähler Lie groups / Alessandrini, Lucia. - In: ARCHIV DER MATHEMATIK. - ISSN 0003-889X. - 61:(1993), pp. 549-559. [10.1007/BF01196593]
p-Kähler Lie groups
ALESSANDRINI, Lucia
1993-01-01
Abstract
A complex Lie group G is left invariant p-Kähler if it is p-Kähler and its p-Kähler form is left invariant. A homogeneous space G/H is p-Kähler if G is left invariant p-Kähler. The author studies properties and examples of left invariant p-Kähler gruops, and moreover shows that given G/U compact and holomorphically parallelizable, with U discrete, if G/U is p-Kähler then CN ×(G/U) is p-Kähler for any N ≥ 1.File in questo prodotto:
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