Random-matrix theory of Majorana fermions and topological   superconductors
  I. Introduction (What is new in RMT, Superconducting quasiparticles, Experimental platforms)   II. Topological superconductivity (Kitaev chain, Majorana operators, Majorana zero-modes, Phase transition beyond mean-field)   III. Fundamental symmetries (Particle-hole symmetry, Majorana representation, Time-reversal and chiral symmetry)   IV. Hamiltonian ensembles (The ten-fold way, Midgap spectral peak, Energy level repulsion)   V. Scattering matrix ensembles (Fundamental symmetries, Chaotic scattering, Circular ensembles, Topological quantum numbers)   VI. Electrical conduction (Majorana nanowire, Counting Majorana zero-modes, Conductance distribution, Weak antilocalization, Andreev resonances, Shot noise of Majorana edge modes)   VII. Thermal conduction (Topological phase transitions, Super-universality, Heat transport by Majorana edge modes, Thermopower and time-delay matrix, Andreev billiard with chiral symmetry)   VIII. Josephson junctions (Fermion parity switches, 4{\pi}-periodic Josephson effect, Discrete vortices)   IX. Conclusion 
C.W.J. Beenakker
cond-mat.mes-hall cond-mat.supr-con