Call for Software Presentations ISSAC 2008 International Symposium on Symbolic and Algebraic Computation RISC, Hagenberg, Austria, July 20-23, 2008 http://www.risc.uni-linz.ac.at/issac2008/ ISSAC, the International Symposium on Symbolic and Algebraic Computation, is the premier annual gathering of the Symbolic Mathematical Computation community to present and discuss new developments and original research results in symbolic and algebraic computation. Software developers are invited to present new software for solving problems in symbolic and algebraic computation at ISSAC 2008. Presenters will be given 15 minutes to demonstrate their software to participants in a special session for software presentations. There will be 5 additional minutes between presentations for setup. Please submit an extended abstract in PDF format describing the software and what you will present to Michael Monagan by e-mail at mmonagan@cecm.sfu.ca. Please include in the subject heading ISSAC08 Software Presentation. Please include a valid URL or contact address for obtaining the software packages and documentation. Abstracts will be evaluated based on content, novelty, originality, importance and potential value of the software to the community. Please identify in your extended abstract what is new that will be presented. If you are also presenting a paper at ISSAC 2008 related to your software, please identify, in your e-mail, the differences between the two presentations. You may also present your software as a poster (see http://www.risc.uni-linz.ac.at/issac2008/ the call for posters). Abstracts of accepted software presentations will be distributed at the symposium and also printed in an upcoming issue of the ACM SIGSAM Communications in Computer Algebra. IMPORTANT DATES Deadline to submit extended abstract (.pdf): May 1, 2008 Notification of Acceptance: June 1, 2008 Deadline to submit (.tex) updated abstracts: June 15, 2008 CONFERENCE TOPICS They include, but are not limited to: Algorithmic Mathematics: Algebraic, symbolic and symbolic-numeric algorithms. Simplification, function manipulation, summation, integration, polynomial / differential / difference equations, linear algebra, number theory, group and invariant theory, geometric computing. Computer Science: Theoretical and practical problems in symbolic computation. Systems, problem solving environments, user interfaces, software, libraries, parallel / distributed computing and programming languages, concrete analysis, benchmarking, theoretical and practical complexity, automatic differentiation, code generation, mathematical data structures and exchange protocols. Applications: Problem treatments using algebraic, symbolic or symbolic- numeric computation in an essential or a novel way. Engineering, economics and finance, physical and biological sciences, computer science, logic, mathematics and education. SOFTWARE PRESENTATIONS CHAIR Michael Monagan, Simon Fraser University, Canada: mmonagan@cecm.sfu.ca