Exhibiting holohedral symmetry.

In mathematics, having the form of an entire function.

Noting a function of a complex variable which is continuous, one-valued, and has a derived function when the variable moves in a certain region of the plane: so called to indicate that it is like an integer function for which this property holds throughout the entire plane.

adjective. Complex-differentiable on an open set around every point in its domain.

"Section 33.10 explains how positive/negative frequency splitting along with "holomorphic first sheaf cohomology" plays "a direct role in generating deformations of twistor space.""

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