Growth of Taylor coefficients over complex homogeneous spaces
Growth of Taylor coefficients over complex homogeneous spaces
Given a non-negative Hermitian form on the dual of the Lie algebra of a complex Lie group, one can associate to it a (possibly degenerate) Laplacian on the Lie group. Under Hörmander's condition on the Laplacian there exists a smooth time-dependent measure, convolution by which gives the semigroup generated by …