Empīriskās ticamības funkcija ar novērtētiem parametriem

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Empīriskās ticamības funkcija ar novērtētiem parametriem

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Darbs veltīts empīriskās ticamības funkcijas metodei, kas ir viena no populārākajām neparametriskās statistikas metodēm. Galvenais uzsvars likts uz empīriskās ticamības funkcijas metodes vispārinājumu, kas iegūts 2009.gadā, lai atļautu traucējošo parametru klātbūtni novērtējošajās funkcijās un noskaidrotu šīs metodes robežsadalījumu, kad parametri tiek novērtēti. Darbā apskatīta metode gan vienas izlases, gan divu izlašu gadījumā, ko definējis J.Valeinis savā doktora disertācijā, kā arī tiek piedāvāti dažādi metodes pielietojumi. Empīriskās ticamības funkcijas metode ar novērtētiem parametriem vienas izlases gadījumā implementēta datorprogrammā R un teorētiskie rezultāti pielietoti reālu datu piemēriem. Apskatīti arī piemēri divu izlašu gadījumā, izmantojot J.Valeiņa un E.Cera izstrādāto programmas R kodu.

year	journal	country	edition	language
2011-01-01

https://dspace.lu.lv/dspace/handle/7/27335

PEPhysical Sciences and Engineering
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