There I am using a specific RCT design described by Zelen et al. where randomization occurs prior to consent and only those subjects who were allocated to the treatment group would be consented, all others would be passively followed. The problem arises when more than 40% of those randomized in the treatment group deny participation. If you do an intention to treat analysis, the intervention effect would be dramatically diluted. This problem has been characterized as a form of non-compliance (when some patients refuse treatment or miss follow up). Other types of analyses such as a per protocol analysis or an as treated analysts are regularly used. However, these types of corrections introduce selection bias into the randomization. Other methods like CACE or propensity score analyses are useful as they correct both the treatment and control groups thus maintaining the randomization unbiased. However, these methods are explained in the literature in a mathematically and statistically dense way, which would be too time consuming for me to tackle.

Does anyone know about a practical and easy way to account for non-compliance in RCT that would yield a statistical significance (i.e. p value)?

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