A theoretical analysis is presented for miniaturised filters with an extended stopband and extended common‐mode (CM) rejection, using loaded closed‐loop resonators. A numerical method is presented to solve the equations extracted from the ideal transmission line model. Selection of critical resonator parameters to minimise filter area while simultaneously maximising the differential‐mode (DM) stopband or the CM noise suppression is explored. The trade‐off between size, stopband and CM rejection is presented and used to design three filters at 1 GHz, which are designed to verify the proposed concept. First, a differential second‐order filter with an extended DM stopband (S21d<−20 dB) up to 6.8fc and extended CM noise suppression (S21c<−20 dB) up to 6.42fc is realised to show the parameter trade‐offs. Then optimal resonators are used to develop a compact singled‐ended filter (0.011λg2) with an extended stopband (S21<−30 dB) up to 8.2fnormalc and the smallest size. Lastly, a second order filter with an optimal extended CM rejection (S21c<−20 dB) up to 6.64fnormalc is presented. Measured results are presented. All three filters stand out compared to other works by exhibiting the smallest footprint relative to the operating frequency.