Added notebooks with example computation, method for presentation of tautological ring (Holmes), permutation action on markings (Hippold), spin cycles of strata of differentials (Wong), code for identifying classes via intersection numbers/boundary restrictions (Wong), an online database of tautological relations (Hippold, Schwab, Wennink, Delecroix), Witten's r-spin class (Janda, Pixton, Schmitt), nicer printing of stable graphs and tautological classes (Chapoton, Schmitt) and socle evaluations for smaller moduli (Pixton, Schmitt)

small code improvements relative to version 1.2, use SageMath interpolation instead of self-written version

Release candidate for version 1.2 of admcycles, submitted to JSAG

Version 1.1 integrated the diffstrata package into admcycles. diffstrata implements computations in the tautological ring of  of the moduli space of multi-scale
differentials, in particular related to the Euler characteristic of these spaces (the main developer of diffstrata, J. Zachhuber, has been added to the list of authors of admcycles). It is now also possible to compute classes of strata of differentials with residue conditions at poles. Also the testing framework is improved and admcycles now has benchmarks supported by asv (thanks to J. Rueth). Many further improvements in the quality of the code (thanks to F. Chapoton) and some small bugfixes.

Version 1.0 of admcycles
New features include classes of strata of differentials and generalized lambda classes,  comparison of tautological classes on open subsets of Mbar_{g,n} and an improved performance in several parts of the program. A bug in StableGraph.is_isomorphic from admcycles-0.2 has been removed.