|Version 1.04 is here
There is a number of additions and improvements. Here are the highlights. Variance partitions
Probably the most important addition is the ability to have linear constraints on the fraction of portfolio variance attributed to each asset. For example, you can have sector constraints on variance fraction. This really does what sector weight constraints are often unconsciously thought to be doing.
The partitions of variance that risk.fraction (and linear constraints) can use has been enlarged. For example the variance fraction adjusted by the marginal contribution to the benchmark is one possibility.
The correlation between each asset and the portfolio can also be constrained via risk.fraction.
There is a new argument ucost that makes it easier to connect the costs to the utility. You give ucost a single number that multiplies the computed costs before they enter the utility. This is new to this release -- it was not in either of the beta releases.
It is now possible to give cost.par a matrix so that each asset may have its own set of exponents.
The valuation function has had a major renovation. The most important changes are:
The last of these is new to this release -- it was not in either beta release.
it will return simple or log returns
it allows prices to be a three-dimensional array
it will give valuations, weights and returns for categories of assets (sectors, for instance)
The Change Log http://www.portfolioprobe.com/user-area/change-log/ contains the full list of changes.
There are some minor backward compatibility issues. These are discussed in the backward compatibility document http://www.portfolioprobe.com/wp-content/uploads/2012/04/PortfolioProbe1.04_Backward_Compat.pdf
The quality assurance regimen was enhanced this time around with the addition of a serious bout of using random tests. That is, values for the various arguments (constraints, utility, costs) are randomly selected. Several thousand such problems were generated.
These tests were focused on the new additions -- the area that of course is most likely to exhibit bugs.