SharpeR1.3.0 package

Statistical Significance of the Sharpe Ratio

as.del_sropt

Compute the Sharpe ratio of a hedged Markowitz portfolio.

as.sr

Compute the Sharpe ratio.

as.sropt

Compute the Sharpe ratio of the Markowitz portfolio.

confint

Confidence Interval on (optimal) Signal-Noise Ratio

del_sropt

Create an 'del_sropt' object.

dsr

The (non-central) Sharpe ratio.

dsropt

The (non-central) maximal Sharpe ratio distribution.

inference

Inference on noncentrality parameter of F-like statistic

is.del_sropt

Is this in the "del_sropt" class?

is.sr

Is this in the "sr" class?

is.sropt

Is this in the "sropt" class?

ism_vcov

Compute variance covariance of Inverse 'Unified' Second Moment

NEWS

News for package 'SharpeR':

pco_sropt

The 'confidence distribution' for maximal Sharpe ratio.

plambdap

The lambda-prime distribution.

power.sr_test

Power calculations for Sharpe ratio tests

power.sropt_test

Power calculations for optimal Sharpe ratio tests

predint

prediction interval for Sharpe ratio

print

Print values.

reannualize

Change the annualization of a Sharpe ratio.

se

Standard error computation

SharpeR

statistics concerning Sharpe ratio and Markowitz portfolio

sm_vcov

Compute variance covariance of 'Unified' Second Moment

sr

Create an 'sr' object.

sr_bias

sr_bias .

sr_equality_test

Paired test for equality of Sharpe ratio

sr_test

test for Sharpe ratio

sr_unpaired_test

test for equation on unpaired Sharpe ratios

sr_variance

sr_variance .

sr_vcov

Compute variance covariance of Sharpe Ratios.

sric

Sharpe Ratio Information Coefficient

sropt

Create an 'sropt' object.

sropt_test

test for optimal Sharpe ratio

summary

Summarize a Sharpe, or (delta) optimal Sharpe object.

A collection of tools for analyzing significance of assets, funds, and trading strategies, based on the Sharpe ratio and overfit of the same. Provides density, distribution, quantile and random generation of the Sharpe ratio distribution based on normal returns, as well as the optimal Sharpe ratio over multiple assets. Computes confidence intervals on the Sharpe and provides a test of equality of Sharpe ratios based on the Delta method. The statistical foundations of the Sharpe can be found in the author's Short Sharpe Course <doi:10.2139/ssrn.3036276>.

  • Maintainer: Steven E. Pav
  • License: LGPL-3
  • Last published: 2021-08-18