LIST OF PUBLICATIONS |
|
[1] |
Matrix norms in matrix ordered spaces, Anil K. Karn and R.Vasudevan; Glasnik Mathematici, 32(52)(1997) 87-97. |
[2] |
Approximate matrix order unit spaces, Anil K. Karn and R. Vasudevan; Yokohama Math. J., 44(1997) 73-91. |
[3] |
Approximate matrix order unit spaces, Anil K. Karn and R. Vasudevan; Yokohama Math. J., 44(1997) 73-91. |
[4] |
Characterizations of matricially Riesz normed spaces, Anil K. Karn and R. Vasudevan; Yokohama Math. J., 47(2000) 143-153. |
[5] |
Compact operators whose adjoints factor through subspaces of Lp, D.P. Sinha and Anil K. Karn; Studia Mathematica, 150(1) (2002)17-33. |
[6] |
Order units in a C*-algebra, Anil K. Karn; Pros. Indian Acad. Sci.(Math. Sci.), 113(1)(2003) 65-69. |
[7] |
Adjoining an order unit to a matrix ordered space, Anil K. Karn;Positivity, 9 (2005) 207-223. |
[8] |
Direct limit of matrix ordered spaces, J. V. Ramani, Anil K. Karn and Sunil Yadav; Glasnik Matematicki., Vol.40, No.2 (2005) 303-312. |
[9] |
Direct limit of matricially Riesz normed spaces, J. V. Ramani, Anil K. Karn and Sunil Yadav; Commentationes Mathematicae Universitatis Carolinae, 47(1) (2006) 55-67. |
[10] |
Corrigendum to "Adjoining an order unit to a matrix ordered space", Anil K. Karn; Positivity, 11 (2007) 369-374. |
[11] |
Direct limit of matrix order unit spaces, J. V. Ramani, Anil K.Karn and Sunil Yadav; Colloquium Mathematicum, 113(2008),175-184. |
[12] |
Compact operators which factor through subspaces of Lp, D. P. Sinha and Anil K. Karn; Math. Nachr., 281 No.3, (2008) 412-423. |
[13] |
A p- theory of ordered normed spaces, Anil K. karn; Positivity, 14,(2010), 441-458. |
[14] |
Order embedding of a matrix ordered space, Anil K. Karn; Bulletin Aust. Math. Soc., 84(2011), 10-18. |
[15] |
Orthogonality in sequence spaces and its bearing on ordered Banach spaces, Anil K. Karn; To appear in Positivity.(Published online: DOI 10.1007/s11117-013-0242-8) |
[16] |
Operator summability in Banach spaces, Anil K. Karn and D. P. Sinha; To appear in Glassgow Journal of Mathematics. |
[17] |
Approximation property related to operator ideals, Anil K. Karn and D. P. Sinha; (Communicated for publication).(http://arxiv.org/abs/1207.1947). |
[18] |
Dual of a normed F-bimodule, Anil K. Karn; (Submitted for publication). |