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CCA Issue 197 (Vol 50:3) available

Sunday 6th November 2016

Issue 197 (Vol 50:3) of ACM Communications in Computer Algebra has been published and is available to SIGSAM members here.

2017 SIAM AG Early Career Prize

Wednesday 21st September 2016

Nominations are now being accepted for the inaugural SIAG/Algebraic Geometry Early Career Prize. For further details including the eligibility criteria see the award page.

ISSAC 2016 Proceedings

Thursday 21st July 2016

ISSAC 2016 is currently taking place in Waterloo, Canada, sponsored by ACM SIGSAM. The full proceedings are now available in the ACM Digital Library.

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Upcoming Conferences

To have your conference promoted by SIGSAM contact

ACA 2017

The 23rd Conference on Applications of Computer Algebra
17-21 July 2017
Jerusalem, Israel

PASCO 2017

The 8th International Workshop on Parallel Symbolic Computation
23-24 July 2017
Kaiserslautern, Germany

ISSAC 2017

The 42nd International Symposium on Symbolic and Algebraic Computation
25-28 July 2017
Kaiserslautern, Germany

View the full list »

ACM DL Selections

SIGSAM members benefit from access to the ACM Digital Library.

On p-Adic Differential Equations with Separation of Variables
Pierre Lairez and Tristan Vaccon
Proc. ISSAC 2016, pages 319-323, ACM, 2016
Digital Library Link

Contraction of Ore Ideals with Applications
Yi Zhang
Proc. ISSAC 2016, pages 413-420, ACM, 2016
Digital Library Link

A Superfast Randomized Algorithm to Decompose Binary Forms
Matias Bender, Jean-Charles Faugere, Ludovic Perret and Elias Tsigaridas
Proc. ISSAC 2016, pages 79-86, ACM, 2016
Digital Library Link

A short survey on Kantorovich: like theorems for Newton's method
Gregoire Lecerf and Joelle Saade
ACM Communications in Computer Algebra, 50:1, pages 1-11, ACM, 2016.
Digital Library Link


The Association for computing machinery (ACM) is the world's largest educational and scientific computing society. SIGSAM is the ACM Special Interest Group in Symbolic and Algebraic Manipulation. We are an international organization dedicated to supporting and promoting research in computer algebra, symbolic computation and its applications.


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