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Potential of the Julia Programming Language for High Energy Physics Computing

Jonas Nathanael Eschle, T. Gal, Mosé Giordano, P. Gras, Benedikt Hegner, L. Heinrich, Uwe Hernandez Acosta, S. Kluth, Jerry Ling, Pere Mato, M. Mikhasenko, Alexander Moreno Briceño, J. Pivarski, Konstantinos Samaras-Tsakiris, O. Schulz, G. A. Stewart, J. Strube, Vassil Vassilev

2023Computing and Software for Big Science19 citationsDOIOpen Access PDF

Abstract

Abstract Research in high energy physics (HEP) requires huge amounts of computing and storage, putting strong constraints on the code speed and resource usage. To meet these requirements, a compiled high-performance language is typically used; while for physicists, who focus on the application when developing the code, better research productivity pleads for a high-level programming language. A popular approach consists of combining Python, used for the high-level interface, and C++, used for the computing intensive part of the code. A more convenient and efficient approach would be to use a language that provides both high-level programming and high-performance. The Julia programming language, developed at MIT especially to allow the use of a single language in research activities, has followed this path. In this paper the applicability of using the Julia language for HEP research is explored, covering the different aspects that are important for HEP code development: runtime performance, handling of large projects, interface with legacy code, distributed computing, training, and ease of programming. The study shows that the HEP community would benefit from a large scale adoption of this programming language. The HEP-specific foundation libraries that would need to be consolidated are identified.

Topics & Concepts

Python (programming language)Computer scienceProgramming languageFirst-generation programming languageInterface (matter)High-level programming languageApplication programming interfaceProgramming paradigmCode (set theory)Software engineeringParallel computingBubbleMaximum bubble pressure methodSet (abstract data type)Particle physics theoretical and experimental studiesComputational Physics and Python ApplicationsDistributed and Parallel Computing Systems
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