DazBeta: Partial Natural Beta and Correlation

by | December 29, 2010 | DazBeta, Featured | 0 Comments

Partial Natural Beta and Correlation provide more usable estimates of the relationships between returns.

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DazShift Analysis for DAZ index

DazShift: Regime Shift Analysis

by | March 1, 2012 | DazShift, Featured | 0 Comments

DazShift is a tool to analyze a data series, typically returns, for fundamental shifts in the levels of averages or dispersions.  It allows a chief investment officer or an investor to monitor the stability of the investment process. Premise The premise is very...
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DazBeta: Vice and Virtue

by | February 7, 2010 | DazRatio, Featured | 0 Comments

Vice and Virtue measure the added value of a marginal investment relative to its critical impact on the portfolio drawdowns.

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DazStat: Non-Parametric Standard Deviations and Annualized Volatility

by | January 24, 2011 | DazStat, Featured | 0 Comments

Non-parametric Standard Deviation provides a consistent measure of risk regardless of the distribution of returns.

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DazData v1.0

by | August 30, 2012 | Data, DazData, Featured | 0 Comments

DazData is a simply powerful tool for accessing data from the Internet and bringing it to the analyst toolbench. Structure Sources A DazData Source is defined and provided by DazRisk.  Additional Sources may be provided in the future or to meet specific needs. The...
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DazBeta: Coincidence

by | January 20, 2011 | DazBeta, Featured | 0 Comments

Coincidence is a more usable alternative to Correlation for measuring the relationship between returns in extreme markets.

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DazRisk is a site for the activities of Peter N.C. Davies.  These activities fall into two categories: consulting services and software tools.

Daz  is a collection of software tools to empower the analysis of financial risk and performance.  More information can be found here.

Both the consulting services and Daz are founded on the experience and expertise of Peter N.C. Davies as a trader, risk expert and practitioner.  More information can be found here.