“…The obtained coherence was transformed to magnitude‐squared coherence by squaring the coherence estimation and it was considered significant if it exceeded a confidence limit (CL) with a probability of 95% (α = 0.05) and related to the number of segments used for the calculation of the coherence estimate by the following equation (Rosenberg, Amjad, Breeze, Brillinger, & Halliday, ):where N denotes the number of segments, represented by the number of heel strikes multiplied by the number of tapers used in the multi‐tapered spectral analysis. Although either a standard consensus or common practice in coherence analysis pipelines and procedures is lacking, a statistical test to infer on significant coherence estimates can be useful to control the inherent variability in coherence estimates related to the number of segments (e.g., number of heel strikes) used in the analysis (van Asseldonk et al, ) as well as avoiding spurious coherence values (Rosenberg et al, ). This method is widely used in literature on corticospinal control of gait (Jensen et al, , ; Petersen et al, ; Spedden et al, , ) as well as in studies on CMC using motor/low‐level force tasks (Chakarov et al, ; Kristeva, Patino, & Omlor, ; Omlor, Patino, Hepp‐Reymond, & Kristeva, ).…”