Copula-Based Markov Models for Time Series Copula-Based Markov Models for Time Series

Copula-Based Markov Models for Time Series

Parametric Inference and Process Control

Li-Hsien Sun والمزيد
    • ‏49٫99 US$
    • ‏49٫99 US$

وصف الناشر

This book provides statistical methodologies for time series data, focusing on copula-based Markov chain models for serially correlated time series. It also includes data examples from economics, engineering, finance, sport and other disciplines to illustrate the methods presented. An accessible textbook for students in the fields of economics, management, mathematics, statistics, and related fields wanting to gain insights into the statistical analysis of time series data using copulas, the book also features stand-alone chapters to appeal to researchers.

As the subtitle suggests, the book highlights parametric models based on normal distribution, t-distribution, normal mixture distribution, Poisson distribution, and others. Presenting likelihood-based methods as the main statistical tools for fitting the models, the book details the development of computing techniques to find the maximum likelihood estimator. It also addresses statistical process control, as well as Bayesian and regression methods. Lastly, to help readers analyze their data, it provides computer codes (R codes) for most of the statistical methods.

النوع
تمويل شركات وأفراد
تاريخ النشر
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١ يوليو
اللغة
EN
الإنجليزية
عدد الصفحات
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الناشر
Springer Nature Singapore
البائع
Springer Nature B.V.
الحجم
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‫م.ب.‬
Convolution Copula Econometrics Convolution Copula Econometrics
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Flexible Bayesian Regression Modelling Flexible Bayesian Regression Modelling
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Macroeconomic Forecasting in the Era of Big Data Macroeconomic Forecasting in the Era of Big Data
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Developing Econometrics Developing Econometrics
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Copulae and Multivariate Probability Distributions in Finance Copulae and Multivariate Probability Distributions in Finance
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Topics In Identification, Limited Dependent Variables, Partial Observability, Experimentation, And Flexible Modeling Topics In Identification, Limited Dependent Variables, Partial Observability, Experimentation, And Flexible Modeling
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