Volume
5, No.
4,
December
2012,
Safar
1434 H
Articles 


BOUNDEDNESS OF MARCINKIEWICZ INTEGRALS ON HERZ SPACES WITH VARIABLE EXPONENT
In this paper, the authors obtain some boundedness for Marcinkiewicz integrals and their commutators on Herz spaces with variable exponent. 

ZONGGUANG LIU
HONGBIN WANG
JJMS, 2012,5(4),223239

A SHORT NOTE ON THE ORTHOGONALITY IN FUZZY METRIC SPACES
The purpose of this paper is to introduce and discuss the concept of orthogonality in the fuzzy metric spaces. At last we introduce and discuss the concept of orthogonality in the fuzzy normed spaces, and obtain some results on orthogonality in fuzzy normed spaces similar to orthogonality in normed spaces.


H. MAZAHERI
B. DAVVAZ
JJMS,2012,5(4),241249

ON
TOPOLOGICAL
CLOSED
GRAPHS
IN THE
NEW FORM
The aim
of this
paper is
to
introduce
g_{α}closed
graphs
and
strongly
g_{α}closed
graphs
using
g_{α}
open
sets and
derive
the
relation
between
them.We
also
derive
the
basic
properties
of the
strongly
g_{α}
closed
graphs
in terms
of g_{α}

continuous,weakly
g_{α}
continuous
,g_{α}
irresolute,
completely
g_{α}
continuous
and
almost
g_{α}
irresolute
functions.
As an
application
we
introduce
g_{α}
Hausdorff
spaces,
strongly
Gclosed
spaces
and
present
some of
their
properties
with
g_{α}
closed
graphs.


M. LELLIS
THIVAGAR
NIRMALA
REBECCA PAUL
JJMS,2012,5(4),251266

ON A BEST
EXTENSION OF
A
HALFDISCRETE
HILBERTTYPE
INEQUALITY
By using the
way of
weight
functions
and the
technique of
real
analysis, a
best
extension of
a
halfdiscrete
Hilberttype
inequality
with
onepair
conjugate
exponents
and two
interval
variables is
given. The
equivalent
forms, the
operator
expressions
and the
reverses are
considered.


BICHENG YANG
JJMS,
2012,5(4),
267 281

MATRIX
TRANSFORMATIONS
ON THE
SET ces(p,
q)
The main
purpose
of this
paper is
to
characterize
the
matrices
of the
classes
(ces(p,
q), cs)
and (ces(p,
q), bs),
where cs
is the
space of
convergent
series
and bs
is the
space of
bounded
series.


M.F.RAHMAN
JJMS,
2012,5(4),283
 289

FIXED
POINTS
FOR
CONTRACTION
MAPPINGS
IN
GENERALIZED
CONE
METRIC
SPACES
We prove
in this
paper
several
fixed
point
results
for
mappings
that
satisfy
certain
contractive
conditions
in
generalized
cone
metric
spaces.
Importantly,
our
results
generalize,
extend,
and
unify
some
other
results
in the
literature
in the
sense
that
they are
analogous
to those
for cone
metric
spaces,
but in a
more
general
setting,
where we
have
here
Gcone
metric
spaces,
or in
the
sense
that
they are
extension
or
generalization
of some
other
results
proved
previously
in
Gmetric
spaces.


MOHAMMAD ALALKHALEEL
SHARIFA
ALSHARIF
MONA
KHANDAQJI
JJMS,
2012,5(4),291
 307

