On a sufficient condition for the existence of unconditional bases of reproducing kernels in Fock type spaces with nonradial weights

We describe some Fock type spaces which possess unconditional bases of reproducing kernels, the spaces F-phi of entire functions f such that f e(-phi) is an element of L-2(C), where phi is a subharmonic function, which may be nonradial.

Automated summary

The article discusses some Fock type spaces with unconditional bases of reproducing kernels, which consist of entire functions satisfying certain conditions, where φ is a subharmonic function that may not be radial.