Entire Gaussian Functions: Probability of Zeros Absence
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DOI: 10.3390/axioms12030255
Abstract: In this paper, we consider a random entire function of the form f(z,ω)=∑n=0+∞εn(ω1)×ξn(ω2)fnzn, where (εn) is a sequence of independent Steinhaus random variables, (ξn) is the a sequence of independent standard complex Gaussian random variables,… read more here.
Keywords: absence; entire gaussian; probability zeros; functions probability ... See more keywords