A new least squares kernel estimator for Poisson intensities has unit-weight representer form, coinciding with classical kernel intensity estimators and computable without dual optimization.
V., Damoulas, T., and Cripps, S
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K$^2$IE: Kernel Method-based Kernel Intensity Estimators for Inhomogeneous Poisson Processes
A new least squares kernel estimator for Poisson intensities has unit-weight representer form, coinciding with classical kernel intensity estimators and computable without dual optimization.