AHMED Z.
Gaussian-random ensembles of pseudo-Hermitian matrices..  /1011-1018/

BAGCHI B., GORAIN P., QUESNE C., ROYCHOUDHURY R.
Effective-mass Schrödinger equation and generation of solvable potentials..  /1019-1025/

BENDER C.M.
Calculating the C operator in PT-symmetric quantum mechanics..  / 1027-1038/

BERRY M.V.
Physics of nonhermitian degeneracies..  / 1039-1047/

BÍLA H.
1/L expansions for a class of PT-symmetric potentials..  / 1049-1054/

BLASI A., SCOLARICI G., SOLOMBRINO L.
Quasianti-Hermiticity and quaternionic quantum systems..  / 1055-1059/

BOHÁČIK J., PREŠNAJDER P.
Remarks on independent value model..  / 1061-1064/

CALICETI E.
Real spectra of PT-symmetric operators and perturbation theory..  / 1065- 1068/

GEYER H.B., SCHOLTZ F.G., SNYMAN I.
Quasi-hermiticity and the role of a metric in some boson Hamiltonians..  /1069–1073/

GÜNTHER U., STEFANI F., GERBETH G.
The MHD ?2-dynamo, Z2-graded pseudo-Hermiticity, level crossings and exceptional points of branching. type.  /1075-1089/

HEISS W.D.
Exceptional points –their universal occurrence and their physical significance..  /1091 –1099/

JAKUBSKÝ V., ZNOJIL V.
Periodic square-well potential and spontaneous breakdown of PT symmetry..  /1101-1106/

JONES H.
The C operator in i?3 field theory..  /1107-1111/

LANGER H., TRETTER Ch.
A Krein space approach to PT-symmetry..  /1113-1120/

LÉVAI G.
Supersymmetry without Hermiticity..  /1121-1124/

MOSTAFAZADEH A.
PT-symmetric quantum mechanics: a precise and consistent formulation..  /1125-1132/

SNYMAN I., GEYER H.B.
A non-unitary mapping from Cooper pairs to bosons..  /1133-1138/

WEIGERT S.
The physical interpretation of PT-invariant potentials..  /1139-1142/

ZNOJIL M., BÍLA H., JAKUBSKÝ V.
Pseudo-Hermitian approach to the energy-dependent Klein-Gordon models..  /1143-114/8