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A FUNCTIONAL VERSION OF THE ARCH MODEL
by
Horváth, Lajos
, Hörmann, Siegfried
, Reeder, Ron
in
Data processing
/ Econometrics
/ Economic inflation
/ Economic information
/ Economic modeling
/ Economic models
/ Economic theory
/ Estimators
/ Financial analysis
/ Financial economics
/ Foreign exchange rates
/ Functional analysis
/ International economics
/ Mathematical functions
/ Scalars
/ Statistical models
/ Studies
/ Theoretical econometrics
/ Time series
/ Vector-autoregressive models
2013
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A FUNCTIONAL VERSION OF THE ARCH MODEL
by
Horváth, Lajos
, Hörmann, Siegfried
, Reeder, Ron
in
Data processing
/ Econometrics
/ Economic inflation
/ Economic information
/ Economic modeling
/ Economic models
/ Economic theory
/ Estimators
/ Financial analysis
/ Financial economics
/ Foreign exchange rates
/ Functional analysis
/ International economics
/ Mathematical functions
/ Scalars
/ Statistical models
/ Studies
/ Theoretical econometrics
/ Time series
/ Vector-autoregressive models
2013
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Do you wish to request the book?
A FUNCTIONAL VERSION OF THE ARCH MODEL
by
Horváth, Lajos
, Hörmann, Siegfried
, Reeder, Ron
in
Data processing
/ Econometrics
/ Economic inflation
/ Economic information
/ Economic modeling
/ Economic models
/ Economic theory
/ Estimators
/ Financial analysis
/ Financial economics
/ Foreign exchange rates
/ Functional analysis
/ International economics
/ Mathematical functions
/ Scalars
/ Statistical models
/ Studies
/ Theoretical econometrics
/ Time series
/ Vector-autoregressive models
2013
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Journal Article
A FUNCTIONAL VERSION OF THE ARCH MODEL
2013
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Overview
Improvements in data acquisition and processing techniques have led to an almost continuous flow of information for financial data. High-resolution tick data are available and can be quite conveniently described by a continuous-time process. It is therefore natural to ask for possible extensions of financial time series models to a functional setup. In this paper we propose a functional version of the popular autoregressive conditional heteroskedasticity model. We will establish conditions for the existence of a strictly stationary solution, derive weak dependence and moment conditions, show consistency of the estimators, and perform a small empirical study demonstrating how our model matches with real data.
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