The Kondo insulator samarium hexaboride (SmB 6 ) has been intensely studied in recent years as a potential candidate of a strongly correlated topological insulator. One of the most exciting phenomena observed in SmB 6 is the clear quantum oscillations appearing in magnetic torque at a low temperature despite the insulating behavior in resistance. These quantum oscillations show multiple frequencies and varied effective masses. The origin of quantum oscillation is, however, still under debate with evidence of both twodimensional Fermi surfaces and three-dimensional Fermi surfaces. Here, we carry out angle-resolved torque magnetometry measurements in a magnetic field up to 45 Tand a temperature range down to 40 mK. With the magnetic field rotated in the (010) plane, the quantum oscillation frequency of the strongest oscillation branch shows a fourfold rotational symmetry. However, in the angular dependence of the amplitude of the same branch, this fourfold symmetry is broken and, instead, a twofold symmetry shows up, which is consistent with the prediction of a two-dimensional Lifshitz-Kosevich model. No deviation of LifshitzKosevich behavior is observed down to 40 mK. Our results suggest the existence of multiple light-mass surface states in SmB 6 , with their mobility significantly depending on the surface disorder level. DOI: 10.1103/PhysRevX.7.031054 Subject Areas: Condensed Matter Physics, Strongly Correlated Materials, Topological InsulatorsIn Kondo insulators, the physics is controlled by the strong many-body interactions [1]. The hybridization between the localized f elections and conduction d electrons causes the formation of Kondo singlets, which leads to a quench of local-magnetic-moment characteristics. Also, a narrow hybridization gap is developed at low temperature, resulting in a crossover from metallic to insulating behavior. In recent years, topological nontriviality is suggested to be hosted by Kondo insulators [2,3]. The opposite parity in the f band (odd) and d band (even) protects a band inversion similar to that in normal Z 2 topological insulators. In particular, the very large spin-orbit coupling in the renormalized f electrons can give a system ground state with "nontrivial" topological order, i.e., a different topological invariant from that in vacuum. As a result, a gapless two-dimensional (2D) Dirac electron state, known as the topological surface state, has to exist at certain high-symmetry points in the surface Brillouin zone. Such predictions point out the Kondo insulators as promising candidates of interaction-driven topological insulators, subsequently make this family a focus of attention in condensed-matter physics.The cubic structured SmB 6 , the very first confirmed member of Kondo insulators [4], has been elaborately studied as the most feasible example of the electron-correlated threedimensional (3D) strong topological insulator [5][6][7]. A large amount of experimental observations on this material have been published [8], with some giving hints of the topological surface ...