[1] | M. Parvizi, P. Niroomand, On the structure of groups whose exterior or tensor square is a $p$-group-to appear in J. Algebra. |
[2] | Peyman Niroomand,-Some Properties on the Tensor Square of Lie Algebras, to appear in J. Algebra Appl. |
[3] | P. Niroomand, R. Rezaei, F. Russo, Commuting powers and exterior degree of finite groups, to appear in J. Korean Math. |
[4] | Peyman Niroomand, M. R. R. Moghaddam,-Some properties of certain subgroups of tensor squares of p-groups , to appear in Comm. Algebra |
[5] | P. Niroomand, S. H. Jafari, A. Erfanian,-The Non-Abelian Tensor square and Schur multiplier of groups of orders p^2q and p^2qr, to appear in Algebra Colloq |
[6] | Peyman Niroomand,-Some results on the exterior degree of extraspecial groups , to appear in Ars Combinatoria |
[7] | Peyman Niroomand,-On the tensor square of non-abelian nilpotent finite dimensional Lie algebras-Linear and Multilinear Algebra-8, 59, 831–836 – (2011). |
[8] | P. Niroomand, F. Russo,-A note on the Schur multiplier of a nilpotent Lie algebra-Comm. Algebra-3, 39, 1293-1297 – (2011) . |
[9] | Peyman Niroomand, Rashid Rezaei,-On the exterior degree of finite group-Comm.Algebra-3, 39, 335-343- (2011). |
[10] | Peyman Niroomand,-On dimension of the Schur multiplier of nilpotent Lie Algebras-Cent. Eur. J. Math.-1, 9, 57-64 – (2011). |
[11] | Peyman Niroomand, F. Russo, ,-A restriction on the Schur multiplier of nilpotent Lie algebras-Elecrton. J. Linear Algebra-1, 22, 1-9 – (2011). |
[12] | Peyman Niroomand,-The Schur multiplier of p-groups with large derived subgroup-Arch. Math(Basel)-95, 2, 101-103 – (2010) . |
[13] | Peyman Niroomand,-The converse of Schur's theorem-Arch. Math(Basel)-94, 5, 401-403 – (2010 ). |
[14] | Peyman Niroomand,-On the order of Schur multiplier of nonabelian p-groups-J.Algebra-12, 322, 4479-4482 – (2009 ). |
[15] | Peyman Niroomand, Francesco Russo,-A note on the exterior centralizer-Arch. Math(Basel)-96, 6, 505-512 –(2009) . |
[16] | M. R. R. Moghaddam , P. Niroomand , S. H. Jafari ,-Some properties of tensor centre of groups-J. Korean Math. Soc-46, 2, 249-256.-(2009). |
[17] | Peyman Niroomand,-Open problems on finite $p$-groups and nilpotent Lie algebras with large Schur multipliers-to appear in B.M.P.A |
[18] | M. R. R. Moghaddam, A. R. Salemkar, P. Niroomand,-Covering groups with respect to two varieties of groups-Southeast Asian Bull. Math-31, 2, 313--320 –(2007) . |