Maximum likelihood estimation and quasi-maximum likelihood estimation situations /

Project Paper (Sarjana Muda Sains serta Pendidikan (Matematik)) - Universiti Teknologi Malaysia, 2011

Bibliographic Details
Main Authors: Nur Syazana Ramlee, 1989, Ismail Mohamad, supervisor, Fakulti Sains
Format:
Language:eng
Published: 2011
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author Nur Syazana Ramlee, 1989
Ismail Mohamad, supervisor
Fakulti Sains
author_facet Nur Syazana Ramlee, 1989
Ismail Mohamad, supervisor
Fakulti Sains
author_sort Nur Syazana Ramlee, 1989
collection OCEAN
description Project Paper (Sarjana Muda Sains serta Pendidikan (Matematik)) - Universiti Teknologi Malaysia, 2011
first_indexed 2024-03-05T10:46:48Z
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institution Universiti Teknologi Malaysia - OCEAN
language eng
last_indexed 2024-03-05T10:46:48Z
publishDate 2011
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spelling KOHA-OAI-TEST:4456712020-12-19T17:16:09ZMaximum likelihood estimation and quasi-maximum likelihood estimation situations / Nur Syazana Ramlee, 1989 Ismail Mohamad, supervisor Fakulti Sains 2011engProject Paper (Sarjana Muda Sains serta Pendidikan (Matematik)) - Universiti Teknologi Malaysia, 2011FSL
spellingShingle Nur Syazana Ramlee, 1989
Ismail Mohamad, supervisor
Fakulti Sains
Maximum likelihood estimation and quasi-maximum likelihood estimation situations /
title Maximum likelihood estimation and quasi-maximum likelihood estimation situations /
title_full Maximum likelihood estimation and quasi-maximum likelihood estimation situations /
title_fullStr Maximum likelihood estimation and quasi-maximum likelihood estimation situations /
title_full_unstemmed Maximum likelihood estimation and quasi-maximum likelihood estimation situations /
title_short Maximum likelihood estimation and quasi-maximum likelihood estimation situations /
title_sort maximum likelihood estimation and quasi maximum likelihood estimation situations
work_keys_str_mv AT nursyazanaramlee1989 maximumlikelihoodestimationandquasimaximumlikelihoodestimationsituations
AT ismailmohamadsupervisor maximumlikelihoodestimationandquasimaximumlikelihoodestimationsituations
AT fakultisains maximumlikelihoodestimationandquasimaximumlikelihoodestimationsituations