References
- Math. Proc. Camb. Phil. Soc. v.104 Best approximation in L(X,Y) W. Deeb;R. Khalil
- Ann. Mat. Pure Appl. v.101 Multifunctions on abstract measurable spaces and applications to stochastic decision theory C. J. Himmelberg;F. S. Van Vleck
- Soochow J. Math. v.18 no.4 Best approximation in tensor product spaces D. Hussein:R. Khalil
-
Math. Proc. Camb. Phil. Soc.
v.94
Best approximation in L
$^p$ (I, X) R. Khalil -
J. Approx. Theory
v.59
Best approximation in L
$^p$ (μ, X)Ⅱ R. Khalil;W. Deeb -
Proc. Amer. Math. Soc.
v.123
Best approximation in L
$^l$ (I, X) R. Khalil:F. Saidi - Bull. Korean Math. Soc. v.94 Proximity maps for certain spaces M. B. Lee;S. H. Park
-
Rocky Mountain J. Math.
v.19
Proximinality in L
$_p$ (S, Y) W. A. Light - Lect. Notes in Math. v.1169 Approximation theory in tensor product spaces W. A. Light;E. W. Cheney
-
J. Approx. Theory
v.83
On the smoothness of the metric projection and its application to proximinality in L
$^p$ (S, X) F. B. Saidi -
J. Approx. Theory
v.78
Point-wise best approximation in the space of strongly measurable functions with applications to best approximation in L
$^p$ (μ, X) You Zhao-Yong;Guo Tie-Xin