TY - JOUR
T1 - The Analysis of High-Frequency Finance Data using ROOT
AU - Debie, Philippe
AU - Verhulst, Marjolein
AU - Pennings, Joost
AU - Tekirnerdogan, Bedir
AU - Catal, C
AU - Naumann, Axel
AU - Demirel, S
AU - Moneta, Lorenzo
AU - Alskaif, Tarek
AU - Rembser, Jonas
AU - van Leeuwen, Paul A. M.
N1 - data source: CERN
PY - 2023
Y1 - 2023
N2 - High-frequency financial market data is conceptually distinct from high energy physics (HEP) data. Market data is a time series generated by market participants, while HEP data is a set of independent events generated by collisions between particles. However, there are similarities within the data structure and required tools for data analysis, and both fields share a similar set of problems facing the increasing size of data generated. This paper describes some of the core concepts of financial markets, discusses the data similarities and differences with HEP, and provides an implementation to use ROOT, an open-source data analysis framework in HEP, with financial market data. This implementation makes it possible to take advantage of the rich set of features available in ROOT and extends research in finance.
AB - High-frequency financial market data is conceptually distinct from high energy physics (HEP) data. Market data is a time series generated by market participants, while HEP data is a set of independent events generated by collisions between particles. However, there are similarities within the data structure and required tools for data analysis, and both fields share a similar set of problems facing the increasing size of data generated. This paper describes some of the core concepts of financial markets, discusses the data similarities and differences with HEP, and provides an implementation to use ROOT, an open-source data analysis framework in HEP, with financial market data. This implementation makes it possible to take advantage of the rich set of features available in ROOT and extends research in finance.
KW - physics
KW - finance
KW - High energy astrophysics
U2 - 10.1088/1742-6596/2438/1/012068
DO - 10.1088/1742-6596/2438/1/012068
M3 - Conference article in journal
SN - 1742-6588
VL - 2438
JO - Journal of Physics: Conference Series
JF - Journal of Physics: Conference Series
M1 - 012068
ER -