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ISSAC 2018 Proceedings

Monday 16th July 2018

ISSAC 2018 is taking place. The official proceedings are available to SIGSAM members in the ACM Digital Library here.

CCA Issue 202 (Vol 51:4) available

Friday 30th March 2018

Issue 202 (Vol 51:4) of ACM Communications in Computer Algebra has been published and is available to SIGSAM members here.

2017 Jenks Prize

Tuesday 5th December 2017

The 2017 Richard D. Jenks Memorial Prize has been awarded to Stephen Wolfram for Wolfram|Alpha and Mathematica. The plaque will be awarded at ISSAC 2018 in New York.

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Upcoming Conferences

To have your conference promoted by SIGSAM contact

ACA 2018

24th Conference on Applications of Computer Algebra
18-22 June 2018
Santiago de Compostela, Spain

ISSAC 2018

The 43rd International Symposium on Symbolic and Algebraic Computation
16-19 July 2018
New York, USA

ICMS 2018

The International Conference on Mathematical Software
24-27 July 2018
South Bend, Indiana, USA

View the full list »

ACM DL Selections

SIGSAM members benefit from access to the ACM Digital Library.

Algorithmic Verification of Linearizability for Ordinary Differential Equations
Dmitry Lyakhov, Vladimir Gerdt and Dominik Michels
Proc. ISSAC 2017, pages 285-292, ACM, 2017
Digital Library Link

Computing Canonical Bases of Modules of Univariate Relations
Vincent Neiger and Thi Xuan Vu
Proc. ISSAC 2017, pages 357-364, ACM, 2017
Digital Library Link

Reconstruction Algorithms for Sums of Affine Powers
Ignacio Garcia Marco, Pascal Koiran and Timothee Pecatte
Proc. ISSAC 2017, pages 317-324, ACM, 2017
Digital Library Link

Decomposing and solving quasilinear second-order differential equations
Fritz Schwarz
ACM Communications in Computer Algebra, 50:3, pages 73-82, 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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