Lost in translation (reprise)

Late last year I drew up a table of actuarial terms and their translation for statisticians.  I had thought that it was a uniquely actuarial trait to use different names compared to other disciplines.  It turns out that statisticians are almost as guilty.  Table 1 shows some common statistical terms in mortality modelling and their description for non-statisticians.

Table 1. Some statistical terms and their definition for mathematicians and engineers.

Statistical term Notation Description
hazard function varies The instantaneous failure rate.
observed information matrix Information matrix The curvature of the log-likelihood function, i.e. the negative of the matrix of second partial derivatives.  This is the same as the negative of the Hessian matrix.
score function Score function The gradient of the log-likelihood function, i.e. its first partial derivative.

Our non-statistical readers will recognise the origin of the name of this blog.  If we had called it the Hessian, then things would have been very confusing indeed.

Previous posts

Dealing with missing data

In an earlier post we looked at how to create a proxy for ill-health early retirements based on age at commencement.  This is an example of dealing with missing data — we infer a useful proxy to replace the lost or missing health status at retirement.
Tags: Filter information matrix by tag: missing data

Pension-fund socialism

In an earlier posting we looked at several examples where a pension scheme dominates the picture of the company's finances and value.
Tags: Filter information matrix by tag: pension schemes

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