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Zobecněné maximálně věrohodné odhady pro nekonečně rozměrné exponenciální rodiny
 Csiszár, I. ; Matúš, František
The notion of generalized maximum likelihood estimate for finite dimensional canonically convex exponential families, studied in detail in previous works of the authors, is extended to an infinite dimensional setting. Existence of the estimate when a generalized log-likelihood function is bounded above, and a continuity property are established. Related literature and examples are discussed.
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