and plasmonic nanolasers, [8][9][10] have been proposed. In the development of plasmonic devices, as the structural size shrinks and the plasmonic effect increases, competition between the enhancement of light-matter interaction and increased internal loss inevitably arises and must be prioritized in the design process, as it strongly affects lasing performance. Therefore, a scaling law for plasmonic cavities is urgently needed and must be integrated into the development of any type of plasmonic nanolaser. In 2017, Wang et al. demonstrated an unusual scaling law for nanosquare plasmonic nanolasers. [11] The lasing mechanism is affected by whispering gallery mode (WGM) resonance, and a scaling law that accounts for WGM resonance can be determined from two geometric parameters: the width and thickness of the CdSe nanosquare. When these two parameters approach the optical diffraction limit, the observed difference in the lasing threshold or power consumption between plasmonic and photonic lasers dramatically increases. Plasmonic lasers generally exhibit a lower lasing threshold than photonic lasers, which implies that plasmonenhanced light-matter interaction dominates the entire laser operation. Consequently, a suitable size for plasmonic lasers can be obtained.Because the scale of plasmonic devices is equal to or below the optical diffraction limit, determining the lasing mode and observing the near-field is difficult, which may lead to inaccurate estimations in the optical design process and calculation of the scaling law. A rigorous method for identifying the plasmonic or photonic mode resonating in the cavity is thus crucial. In 2014, Sun et al. used a modified Young's inter ference method to determine the order of photonic Fabry−Pérot modes in a wire structure. [12] The angle-resolved photoluminescence (ARPL) signals of a CdS-nanostructure laser reveal a clear relation between mode parity and lasing peaks. According to the phase correlation of various longitudinal modes, the operation mode in the laser cavity can be identified. Moreover, some studies used the ARPL spectra to resolve the near-field oscillation and distinguish the photonic Fabry−Pérot mode and WGM mode in the perovskite microplate. [13] The direction of inter ference fringes shown in the ARPL spectra is related to the oscillation direction of the lasing mode, which is beneficial to identify different longitudinal modes in the laser cavity. Additionally, the far-field polarization can be further applied to Surface plasmons exhibit an extraordinary capability to reduce the structural size and improve light−matter interaction. However, for small-sized plasmonic cavities, the optical diffraction limit makes the near-field difficult to observe, complicating the analysis of exact lasing characteristics. In this study, a 4f measurement system is used to extract the mode parity from the interference pattern and reconstruct the near-field of the hybrid plasmonic perovskite nanolasers. In conjunction with other measurements, a series of rigorous methods fo...