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MHPC-IM 2026 : 9th Minisymposium on High Performance Computing Interval Methods

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Link: https://ppam.edu.pl/workshops
 
When Aug 30, 2026 - Aug 30, 2026
Where Poznań, Poland
Submission Deadline May 11, 2026
Notification Due Jun 15, 2026
Final Version Due Nov 2, 2026
Categories    interval methods   fuzzy methods   HPC   machine learning
 

Call For Papers

Due to multiple requests, the PPAM 2026 paper submission deadline is extended
to May 11, 2026. For workshops and minisymposia the deadline is extended as well.

The Minisymposium is a part of the PPAM 2026 16th International Conference on Parallel Processing and Applied Mathematics.


Introduction
============
Two major measures of the quality of high performance computations are numerical accuracy and efficiency.

Interval methods are a class of algorithms that are accurate and even allow to obtain a guaranteed result. They also provide a useful and appropriate tool to describe the uncertainty of parameters, discretization inaccuracy and numerical errors. Nevertheless, they are usually time consuming and memory demanding.

Hence, all attempts to increase their efficiency are required and valuable: parallel implementations, use of new data structures, and improved algorithms.

The Minisymposium is going to provide a forum for interval researchers to share their experiences and present possible improvements to the algorithms and successful applications.

Topics of interest include (but are not limited to):
====================================================
• parallelization of interval methods, in particular on multi-core architectures, supercomputers, grids or clouds,
• the use of GPU computing and hybrid architectures for interval analysis,
• the use of BLAS, LAPACK, novel data formats, and data structures for interval computations,
• collaboration of interval software with schedulers, efficient filesystems, and other high-performance-related tools,
• auto-tuning of interval algorithms,
• global optimization/equations solving methods,
• interval linear systems, and linear systems with interval parameters,
• ordinary and partial differential equations,
• fuzzy numbers and fuzzy calculus,
• collaboration of interval methods with AI and/or quantum algorithms,
• practical applications of interval scientific computing algorithms, including machine learning ones.

Submission
===========
All rules of the PPAM 2026 Conference apply, including the deadlines, required format of the abstracts/papers, and their submission via the EasyChair system of PPAM.

Contact
========
Please, send all your questions to Bartłomiej Jacek Kubica -- the preferred address is: bartlomiej.jacek.kubica@gmail.com.

Program Committee
=================
Persons responsible for the Minisymposium organization (in alphabetic order):

• Milan Hladik, Charles University, Czech Republic.
• Małgorzata Aleksandra Jankowska, Poznan University of Technology, Poland.
• Vladik Kreinovich, University of Texas at El Paso, USA.
• Bartłomiej Jacek Kubica, Warsaw University of Life Sciences, Poland.
• Nathalie Revol, Inria, Ecole Normale Superieure de Lyon, France.
• Iwona Skalna, AGH University of Kraków, Poland.

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