No BSD License  

Highlights from
Estimation for Hidden Processes

Be the first to rate this file! 0 Downloads (last 30 days) File Size: 57.37 KB File ID: #16797

Estimation for Hidden Processes

by Yves Rozenholc

 

10 Oct 2007 (Updated 10 Oct 2007)

Nonparametric estimation of density, regression or variance functions for hidden processes using mod

| Watch this File

File Information
Description

This package called EstimHidden is devoted to the non parametric estimation using model selection procedures of

1/ the density of X in a convolution model where Z=X+noise1 is observed

2/ the functions b (drift) and s^2 (volatility) in an "errors in variables" model where Z and Y are observed and assumed to follow:
         Z=X+noise1 and Y=b(X)+s(X)*noise2.

3/ the functions b (drift) and s^2 (volatility) in an stochastic volatility model where Z is observed and follows:
          Z=X+noise1 and X_{i+1} = b(X_i) + s(X_i)*noise2

in any cases the density of noise1 is known. We consider three cases for this density : Gaussian ('normal'), Laplace ('symexp') and log(Chi2) ('logchi2)

See function DeconvEstimate.m and examples in files ExampleDensity.m and ExampleRegression.m

Authors : F. COMTE and Y. ROZENHOLC

For more information, see the following references:

DENSITY DECONVOLUTION
%%%%%%%%%%%%%%%%%%%

1/ "Penalized contrast estimator for density deconvolution", The Canadian Journal of Statistics, 34, 431-452, (2006) b

MATLAB release MATLAB 7.4 (R2007a)
Tags for This File  
Everyone's Tags
Tags I've Applied
Add New Tags Please login to tag files.
Please login to add a comment or rating.
Tag Activity for this File
Tag Applied By Date/Time
statistics Yves Rozenholc 22 Oct 2008 09:30:57
probability Yves Rozenholc 22 Oct 2008 09:30:57
nonparametric estimation Yves Rozenholc 22 Oct 2008 09:30:57
model selec Yves Rozenholc 22 Oct 2008 09:30:57
deconvolution Yves Rozenholc 22 Oct 2008 09:30:57
hidden processes Yves Rozenholc 22 Oct 2008 09:30:57
deconvolution Justin Abbott 02 Dec 2008 19:28:14

Contact us at files@mathworks.com