- Thursday, January 1, 1998
- Published at:An-Najah Univ. J. Res., Vol. 12, (1998) 1-6
- In this paper we prove that if Φ is a modulus function and if X = [0,1] is given the Lebesgue measure, then M(LΦ) = LΦ, if and only if lim x – 0 Φ(x2)/ Φ(x) < ∞; LΦ being the Orlicz space LΦ (X); and M(LΦ) its multiplier algebra.
-
- Sunday, January 1, 1995
- Published at:An-Najah J. Res., Vol. III, 9 (1995)
- See the attachment.
-
- Saturday, January 1, 1994
- Published at:An-Najah J. Res. Vol. II. No. 8, (1994)
- If the space Φ (the finite sequences) is equipped with the norm which is naturally induced by a positive definite Hermitian and diagonally blockwise constructed matrix, then an HK completion exists.
-
RSS