offers new ways of using laser light in biological and biomedical applications. [1][2][3][4][5][6][7][8][9][10][11][12][13][14][15][16][17][18][19] Thanks to the strong light-matter interactions provided by an optical cavity, subtle changes in biological gain media could be amplified, leading to distinctive output lasing characteristics, such as narrow linewidth, strong intensity, and high contrast. Recent advances in cellular lasers have attracted extensive interest in cell tracking, intracellular detection, and phenotyping by exploiting various types of cavities. [5][6][7][8][9] In particular, single-cell lasers that utilize Fabry-Pérot (FP) microcavities possess the advantages of whole-body interaction between the electromagnetic field and the gain medium, providing a sensitive approach to study the physical structures and interactions in cells. [4,5,20] One of the most peculiar features of FP single-cell lasers is the "lens effect" of cells introduced in FP cavities, in which the laser patterns are formed by the superposition of a series of transverse laser modes. [21] Due to the higher refractive index of cells compared to its surrounding environment, a cell performs as a lens for laser convergence in the cavity, forming a stable cavity structure. In such circumstances, transverse modes with various orders are eigen solutions of the cavity, which are confined within the cell area. Similar concepts of bio-lenses have also been demonstrated in optical imaging and manipulation previously. [22,23] As typical transverse modes, Hermite Gaussian (HG), Laguerre Gaussian (LG), and Ince Gaussian (IG) modes are mostly observed in single-cell lasers. [4,21] Most studies mainly focused on the spectral information of biological lasers, without being able to utilize the spatial information of transverse laser modes due to the huge complexity. In principle, the attributes of laser modes (e.g., mode types and orders) are highly correlated to cells' biophysical properties. For example, the morphology and the refractive index distribution of a cell illustrate the boundary conditions of laser oscillations in an FP cavity, which determines the electromagnetic field distribution of a transverse mode. Moreover, the internal structure-induced scattering losses and the fluorophore (gain) distribution in a cell strongly influence the output intensity of a laser mode. The output laser modes can be viewed as 3D integrated information of the single-cell confined in the cavity. As such, laser mode imaging of single cells possesses a great potential for studying cellular properties and changes in cells. However, the Single cellular lasers have recently attracted tremendous research due to their outstanding lasing characteristics for cell sensing and tracking. Thanks to enhanced light−cell interactions in Fabry-Pérot microcavities, transverse laser modes from cellular lasers are highly correlated to the spatial biophysical properties of cells. However, the huge complexity and randomness of laser modes set a critical challenge towards pract...