In this paper, we prove some results on characterization of $varepsilon$-simultaneous approximations of downward sets in vector lattice Banach spaces. Also, we give some results about simultaneous approximations of normal sets.
Alizadeh,H. , Rezapour,S. and Vaezpour,S. M. (2013). $varepsilon$-Simultaneous approximations
of downward sets. Bulletin of the Iranian Mathematical Society, 39(1), 193-203.
MLA
Alizadeh,H. , , Rezapour,S. , and Vaezpour,S. M.. "$varepsilon$-Simultaneous approximations
of downward sets", Bulletin of the Iranian Mathematical Society, 39, 1, 2013, 193-203.
HARVARD
Alizadeh H., Rezapour S., Vaezpour S. M. (2013). '$varepsilon$-Simultaneous approximations
of downward sets', Bulletin of the Iranian Mathematical Society, 39(1), pp. 193-203.
CHICAGO
H. Alizadeh, S. Rezapour and S. M. Vaezpour, "$varepsilon$-Simultaneous approximations
of downward sets," Bulletin of the Iranian Mathematical Society, 39 1 (2013): 193-203,
VANCOUVER
Alizadeh H., Rezapour S., Vaezpour S. M. $varepsilon$-Simultaneous approximations
of downward sets. BIMS, 2013; 39(1): 193-203.
