Measurement-induced state transitions pose a significant challenge in superconducting qubits, particularly when attempting to achieve fast and high-fidelity qubit measurement. This issue arises from the need for a larger number of photons in the readout resonator, which is necessary for shorter measurement times, but ultimately leads to undesired state transitions. Researchers have been exploring the effects of measurement-induced state transitions in inductively-shunted transmons, a type of superconducting qubit. The dispersive coupling between the qubit and the readout resonator is a key factor in this phenomenon, as it enables the measurement process but also introduces errors. A deeper understanding of measurement-induced state transitions is crucial for the development of reliable quantum error correction techniques1. This research has significant implications for the field of quantum computing, as it can impact the accuracy and reliability of quantum computations, and consequently, the security of quantum-based cryptographic systems.