The SYMBOLICDATA project evolved as a permanent interplay between its two facets: collecting data and extending/improving concepts, design, and tools.

As of today, the SYMBOLICDATA contributors collected more than 1100
sd-records, wrote 40 Perl modules with more than 15000 lines of
code, and implemented 22 actions for the standard interface program
` symbolicdata`. The following short alphabetical overview of
tables which currently exist may give the reader a feeling about the
overall structure of the data that was collected so far.

**Table BIB**: Table for bibliography entries.Collects bibliographical information in BibTeX format, short abstracts, and relational information to the

`GEO`,`INTPS`, and`PROBLEMS`tables.**Table CAS**: Table for general descriptions of Computer Algebra software.Collects information about the address, author, email, url etc. of the software, and also a short description.

**Table CASCONFIG**: Table for configurations of Computer Algebra software to execute benchmarks, see section 3.2.**Table COMP**: Table for descriptions of computations, see section 3.2.**Table COMPREPORT**: Table for reports of executed benchmark computations, see section 3.2.**Table COMPRESULTS**: Table for the output of executed benchmark computations, see section 3.2.**Table GEO**: A collection of problems arising from mechanized geometry theorem proving, see section 4.2.**Table INTPS**: A collection of polynomial systems with integer coefficients, see section 4.1.**Table MACHINE**: Table of computers on which benchmark computations are performed, see section 3.2.**Table PERSON**: Table of developers/contributors who are involved with SYMBOLICDATA.**Table PROBLEMS**: More detailed background information and comments about different problems.This may be a problem description, a pointer to the origin of the problem, related CAS code, and/or certain key words.

We started first benchmark computations on Groebner bases, using
various coefficient domains and monomial orderings. These benchmarks
have been (and are) run on the more than 500 ` INTPS` records using
10 versions of different Computer Algebra systems. Other benchmark
computations on polynomial systems (like ``solving'', real root
isolation, syzygy/resolution computations) are in preparation.

`www.SymbolicData.org` will soon become the central site of the SYMBOLICDATA project, containing its WWW-pages, and its CVS and FTP repositories.
It will be related to the MEDICIS project [7] that
``can be used by anybody to solve scientific calculations with the
tools of computer algebra and symbolic computation. It can, in effect,
put at your disposal hardware resources, software and expertise.''
(from their web pages).