ARITH 2025: 32nd IEEE International Symposium on Computer Arithmetic UTEP El Paso, TX, United States, May 4-7, 2025 |
Conference website | https://www.arith2025.org/ |
Submission link | https://easychair.org/conferences/?conf=arith2025 |
Abstract registration deadline | November 29, 2024 |
Submission deadline | December 6, 2024 |
ARITH 2025 welcomes submissions of conference papers describing recent scientific advances related to computer arithmetic.
Submission Guidelines
Papers under review elsewhere are not acceptable for submission to ARITH 2025. By submitting a paper, Authors implicitly confirm that they are solely submitting it to ARITH 2025. Submissions must be in English and made through the Easychair website.
Submissions should be at most 8 pages for full papers, or 4 pages for short and industry papers in the IEEE CS Conference format (including references). Accepted papers will be presented at the conference and included in the conference proceedings and in the IEEE Xplore Digital Library. Detailed submission procedure is available at https://www.arith2025.org/call.html
List of Topics
Topics of interest include, but are not restricted to:
Arithmetic foundations, systems and formats
- Theory of computer arithmetic such as integer, fixed/floating-point, interval, finite-field, etc.
- Novel arithmetic systems and application-specific number formats.
Implementation of arithmetic
- Novel architecture of arithmetic units on various technologies including traditional, FPGA, optical and quantum.
- High-performance, low-power and fault-tolerant designs and implementations
- Design tools and methodologies, including testing and formal verification
Algorithms and numerics
- Computer approximations of elementary and special functions
- Arithmetic algorithms and their analysis
- Design, compilation, optimization, validation, and verification of numerical software
Application-specific arithmetic
- Cryptography or security
- Artificial intelligence, machine learning and deep learning
- Signal processing, multimedia, and computer graphics
All topics that relate to intensive use of computer arithmetic are welcome as well.