Volume
6, No.
1,
March
2013,
Jumada
AlAwwal
1434 H
Articles 


*g  CLOSED SETS IN IDEAL TOPOLOGICAL SPACES
Characterizations and properties of I_{*}_{g}closed sets and I_{*}_{g}open sets are given. A characterization of normal spaces is given in terms of I_{*}_{g}open sets.
Also, it is established that an I_{*}_{g}closed subset of an Icompact space is Icompact.


O. Ravi
S. Tharmar
M. Sangeetha
J. Antony Rex Rodrigo
JJMS, 2013, 6(1), 113

A DECOMPOSITION OF (µ,λ)  CONTINUITY IN GENERALIZED TOPOLOGICAL SPACES
In this paper, we introduce and study the notions of ω(µ,λ) Hcontinuity and ω^{*}(µ,λ)Hcontinuity in generalized topological spaces. Also, we prove that f: (X,µ) → (Y,λ,H) is (µ,λ)continuous if and only if it is ω(µ,λ)Hcontinuous and ω^{*}(µ,λ) Hcontinuous.


M.Rajamani
V. Inthumathi
R.Ramesh
JJMS, 2013, 6(1), 1527

ON
α*SETS
AND A
DECOMPOSITION
THEOREM
We
define a
new
family
of sets
in a
space
with a
weak
structure
and give
a
decomposition
of (ω,ώ)

continuity,
a
generalization
of a
decomposition
of
continuous
functions.


S.
Thamaraiselvi
M.
Navaneethakrishnan
JJMS,
2013, 6(1),2936

EXISTENCE
RESULTS FOR
FRACTIONAL
IMPULSIVE
INTEGRODIFFERENTIAL
EQUATIONS
WITH
NONLOCAL
CONDITION
This paper
is mainly
concerned
with the
existence of
solutions of
impulsive
fractional
abstract
integrodifferential
equations in
Banach
spaces. The
results are
obtained by
using fixed
point
principles.
An example
is provided
to
illustrate
the theory.


M.H.M.Rashid
A. AlOmari
JJMS,
2013, 6(1),3760

ON
ALMOST
WN 
INJECTIVE
RINGS
Let R be
a ring.
Let
M_{R}
be a
module
with
S=End (M_{R}). The
module
^{M}
is
called
almost Wnilinjective
(briefly
right
AWNinjective
) if,
for any
0≠aєN(R), there
exists n≥1 and
an Ssubmodule X_{a} of
M
such
that n^{a}≠0 and
l_{m}(r_{R}(a^{n})) =
Ma^{n}
ΘX_{an}
as left
Smodules
.If R_{R}
is
almost Wnilinjective
, then
we call
R is
right
almost
Wnilinjective
ring .
In this
paper
,we give
some
characterization
and
properties
of
almost
Wnilinjective
rings
.In
particular
,
Conditions
under
which
right
almost
Wnilinjective
rings
are
nregular
rings
and
nweakly
regular
rings
are
given
.Also we
study
rings
whose
simple
singular
right
Rmodule
are
almost
Wnilinjective
, It is
proved
that if
R is a
NCI ring
,MC2 ,
whose
every
simple
singular
Rmodule
is
almost Wnilinjective
, Then
R
is
reduced
.


Raida D. M.
Akram S. M.
JJMS,
2013, 6(1),6179

