The function IrrepInProduct applied to rep1, rep2 and rep3 was providing a combination of the components of rep1 and rep2 transforming as rep3* (rather than rep3). This has now been fixed. I would like to thank Davide Meloni and Giulio Salvoni for reporting this problem.
, which makes extensive use of Susyno's functions.
- Correction of a bug which is present in the code since version 2.0 and affects the computation of the RGEs of models which have more than one field with the same quantum numbers and discrete symmetry charges (for example the R-parity violating MSSM). I am indebted to Sho Iwamoto for pointing this out.
- An UseName option was added to the function ReduceRepProduct.
- The output of PermutationSymmetryOfTensorProductParts was slightly simplified for those cases when the group is simple.
- There are now the functions DecomposeReps, RegularSubgroup ProjectionMatrix, and SubgroupEmbbedingCoefficients which can be used to break down representations of a group into those of a subgroup, as well as to find relations between the subgroup invariants (i.e., Clebsch-Gordon coefficients) in a theory which is symmetric under the full group. Please read the internal documentation for details and examples.
- A function RepName has been added to convert the Dynkin coefficients of a representation into a string with its name.
- The symmetrization/anti-symmetrization of the output of the Invariants function (for the case when there are repeated representations being multiplied) has now been dealt with in full generality. For the interested reader, the program's built-in documentation of this function has been updated to include the details of this symmetrization/anti-symmetrization.
- A few bugs have been patched.
- the invariant combinations of a product of an arbitrary number of Lie group representations (previously, the maximum of representations allowed was 3);
- gauge anomalies;
- quantities related to the $S_n$ permutation group.
- The program was made compatible with Mathematica 9 by adding a line to the file LieGroups.m;
- An additional line of the file LieGroups.m (called by the Invariants function) was corrected;
- The RGEs of soft scalar masses had a problem which could yield incorrect results for some models.
