The relationship between measurement and simulation is a key topic for both metrology and philosophy of science, posing fundamental questions about the epistemic status of empirical experimentation and computational modeling. With the aim of shedding light on this complex interplay, an analytical framework is proposed for understanding the general structure of measurement and simulation. The analysis shows that simulation is appropriately interpreted as a possible component of the computation module of indirect measurement, and not as a kind of measurement in itself. This clarification allows us to offer important insights into the epistemic status of both measurement and simulation, to operationally relate them in their functional roles as information-production processes, and ultimately to emphasize the staying meaning of measurement in our data-flooded society.
Giordani, A., Mari, L. P., Measurement and simulation: A conceptual framework, <<MEASUREMENT>>, 2026; 259 (259): 1-12. [doi:10.1016/j.measurement.2025.119783] [https://hdl.handle.net/10807/326017]
Measurement and simulation: A conceptual framework
Giordani, Alessandro;Mari, Luca Paolo
2025
Abstract
The relationship between measurement and simulation is a key topic for both metrology and philosophy of science, posing fundamental questions about the epistemic status of empirical experimentation and computational modeling. With the aim of shedding light on this complex interplay, an analytical framework is proposed for understanding the general structure of measurement and simulation. The analysis shows that simulation is appropriately interpreted as a possible component of the computation module of indirect measurement, and not as a kind of measurement in itself. This clarification allows us to offer important insights into the epistemic status of both measurement and simulation, to operationally relate them in their functional roles as information-production processes, and ultimately to emphasize the staying meaning of measurement in our data-flooded society.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.



