1.
Effective mass of composite fermions: A phenomenological fit to th..
[460]

2.
Laughlintype wave function of twodimensional electrons in a tilt..
[421]

3.
Interaction of a surface acoustic wave with a twodimensional elec..
[411]

4.
Pseudogap phase in the U(1) gauge theory with incoherent spinon pa..
[407]

5.
SYMPLECTICGEOMETRY AND GEOMETRICQUANTIZATION ON SUPERMANIFOLD WI..
[344]

6.
GEOMETRICQUANTIZATION OF ANYON SYSTEMS
[283]

7.
FLAT CONNECTIONS ON QUANTUM BUNDLES AND FRACTIONAL STATISTICS IN G..
[271]

8.
Abelian and nonAbelian anyons in integer quantum anomalous Hall e..
[247]

9.
Spin superconductor in ferromagnetic graphene
[230]

10.
Threebody interactions on a triangular lattice
[176]

11.
Supersolid phase transitions for hardcore bosons on a triangular ..
[150]

12.
Schwingerboson meanfield theory of the Heisenberg ferrimagnetic ..
[141]

13.
Finitetemperature effects on the number fluctuation of ultracold ..
[140]

14.
Gapped spinliquid states in a onedimensional Hubbard model with ..
[137]

15.
From De Sitter Special Relativity and Snyder
[136]

16.
Anyons emerging from fermions with conventional twobody interacti..
[133]

17.
The microscopic model of composite fermiontype excitations for nu..
[133]

18.
Gauge symmetry in Kitaevtype spin models and index theorems on od..
[129]

19.
Dynamics of edge Majorana fermions in nu=5/2 fractional quantum Ha..
[126]

20.
Phase transition from bubble state to stripe state for twodimensi..
[126]

21.
An Anyon Model in a Toric Honeycomb Lattice
[126]

22.
Luttinger liquid with strong spinorbital coupling and Zeeman spli..
[125]

23.
Anisotropic transport for the v=2/5 fractional quantum Hall state ..
[122]

24.
An exactly soluble model with tunable pwave paired fermion ground..
[118]

25.
Anyonic loops in threedimensional spin liquid and chiral spin liq..
[118]

26.
SYMMETRIES OF THE LARGEU HUBBARDMODEL AT HALF FILLING
[117]

27.
Effective mass of composite fermions and fermionic ChernSimons th..
[117]

28.
Generating ring dark solitons in an evolving BoseEinstein condens..
[116]

29.
UNITARY POLYNOMIALS IN NORMAL MATRIX MODELS AND WAVEFUNCTIONS FOR..
[115]

30.
Possible compositefermion liquid as a crossover from Wigner cryst..
[114]

31.
Correlated states of twodimensional electrons in higher Landau le..
[113]

32.
A novel meroninduced pseudospin wave in the bilayer quantum hall ..
[112]

33.
Characterization of onedimensional Luttinger liquids in terms of ..
[111]

34.
Solitons and vortices in an evolving BoseEinstein condensate
[110]

35.
Effect of the tilted field in fractional quantum Hall systems: Num..
[109]

36.
Thermal activation of quasiparticles and thermodynamics of fractio..
[108]

37.
Paired Hall states versus unidirectional CDW in a tilted field for..
[108]

38.
Tuning into the Kitaev spin liquid phase: A spin model on the hone..
[107]

39.
Topological quantum phase transition in the extended Kitaev spin m..
[106]

40.
Supersolidity and phase diagram of softcore bosons on a triangula..
[106]

41.
Densityinduced reorientation of the stripe at halffilled high La..
[105]

42.
CorrelationHole Induced Paired Quantum Hall States in the Lowest ..
[104]

43.
Dynamical mass generation of composite Dirac fermions and fraction..
[104]

44.
Interaction broadening of Wannier functions and Mott transitions i..
[102]

45.
Corrections to scaling for the twodimensional dynamic XY model
[102]

46.
Coordination between the Rashba spinorbital interaction and spac..
[102]

47.
Supersymmetric response of a BoseFermi mixture to photoassociatio..
[100]

48.
Simulating theWessZumino Supersymmetry Model in Optical Lattices
[98]

49.
Extended BoseHubbard model on a honeycomb lattice
[98]

50.
Microscopic picture of a chiral Luttinger liquid: Composite fermio..
[97]

51.
Oneband Hubbard model with hopping asymmetry and the effective th..
[92]

52.
Supersymmetry and the Goldstinolike mode in BoseFermi mixtures
[90]

53.
Isotropic Landau levels of Dirac fermions in high dimensions
[89]

54.
Phenomenological understanding of a transport regime with reflecti..
[88]

55.
Temperature dependence of the conductivity of an electronic crysta..
[87]

56.
Electron space charge effect on spin injection into semiconductors
[85]

57.
Localization and coercivity of random granular nanomagnets
[84]

58.
Slaveparticle approach to the finitetemperature properties of ul..
[82]

59.
Effect of subband Landau level coupling to the linearly dispersing..
[82]

60.
A FIELDTHEORY MODEL FOR CLOSED BOSONIC STRINGS
[80]

61.
Phase structures of magnetic impurity models with twobody hybridi..
[80]

62.
Temperaturedependent crossover in fractional quantum Hall edges i..
[77]

63.
OBLIQUE CORRECTIONS IN THE MSSM AT ONE LOOP. II. FERMIONS
[77]

64.
Domain wall depinning in hardsoft composites
[75]

65.
Spontaneous formation of antiferromagnetic vortex lattice in a fa..
[74]

66.
From composite fermions to the CalogeroSutherland model: Edge of ..
[72]

67.
nu=2/3 Edge state: A toy model study from composite fermion point ..
[72]

68.
FREE HETEROTIC STRING FIELDTHEORY
[70]

69.
Phase diagram of ultracold atoms in optical lattices: Comparative ..
[69]

70.
EXACT IDENTITIES IN THE HUBBARDMODEL AND TJ MODEL
[64]

71.
ON THE GEOMETRICQUANTIZATION AND BRST QUANTIZATION FOR BOSONIC ST..
[63]

72.
Weyl magnons in breathing pyrochlore antiferromagnets
[45]

73.
Collective modes in a Dirac insulator with short range interaction..
[44]

74.
Kitaev materials beyond iridates: Order by quantum disorder and We..
[44]

75.
Comment on "Abelian ChernSimonsMaxwell Theory from a TightBindi..
[42]

76.
Distinctsymmetry spinliquid states and phase diagram of the Kita..
[40]

77.
Hybrid Weyl semimetal
[36]

78.
Effects of dipoledipole interaction between cigarshaped BECs of ..
[28]

79.
Semimetal with both RaritaSchwingerWeyl and Weyl excitations
[26]

80.
Nonperturbative emergence of the Dirac fermion in a strongly corre..
[25]

81.
Noncommutative ChernSimons theory and exotic geometry emerging fr..
[19]

82.
Weyl magnons in breathing pyrochlore antiferromagnets
[8]

83.
Hybrid Weyl semimetal
[1]

84.
Semimetal with both RaritaSchwingerWeyl and Weyl excitations
[1]
