Typically the two sets are a learning set and a test set.
Cov mat r finance.
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The returned object is of class portfolio.
Er n x 1 vector of expected returns cov mat n x n covariance matrix of returns weights n x 1 vector of portfolio weights output is portfolio object with the following elements.
The portfolio can allow all assets to be shorted or not allow any assets to be shorted.
Cross covariance matrix computes the cross covariance matrix between two sets of locations for a spatial random process with a given covariance structure.
Param er samp n x 1 vector of expected returns param cov mat samp n x n return covariance matrix param target return scalar target expected return param shorts logical if.
For covariance matrix estimation three major types of factor models are included.
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If short sales are not allowed then the portfolio is computed numerically using the function samp solve qp from the samp quadprog package.
R functions for portfolio analysis my r functions on class webpage in portfolio r and portfolio noshorts r r packager package portfolioanalytics on r on r forge extensive collection of functions rtirme trics package fp tf lifportfolio extensive collection of functions r package quadprog solve qp for quadratic.
Portfolio r functions for portfolio analysis to be used in introduction to computational finance financial econometrics last.
Type package title covariance matrix estimation and regularization for finance version 1 1 0 description estimation and regularization for covariance matrix of asset returns.
Smart beta is what people call algorithms that construct portfolios that are intended to beat market cap weighted benchmarks without a human.
I think what you first need to do is reshape the data so that each row is a game and each column is the mb for a game for a player.
Useful financial r snippets making smart beta portfolios in r making smart beta portfolios in r here we explore smart beta and how to build portfolios which implement smart beta in r.
You can do it online.
Description compute global minimum variance portfolio given expected return vector and covariance matrix.
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Suppose our data is in dat.
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