Volume
6, No.
4,
December
2013,
Safar
1435 H
Articles 


A Class of Primary Subsemimodules
The partial functions under disjointdomain sums and functional composition is a soring, an algebraic structure possessing a natural partial ordering, an infinitary partial addition and a binary multiplication, subject to a set of axioms.
In this paper we introduce the notion of primary subsemimodule with respect to a prime subsemimodule in partial semimodules and singular partial semiring with respect to a partial semimodule. 

P. V. Srinivasa Rao
M. Siva Mala
JJMS, 2013, 6(4), 251264

Finite Lattice Implication Algebras
In this paper, by considering a finite lattice implication algebra L and A µ L, the set of all coatoms of L, we prove that L is equal to the filter generated by A, that is L = [A). We give a correspondence theorem between the nontrivial minimal filters and coatoms of L. We prove that if A = {a_{1}, a_{2}, ..., a_{n}}, then L '
[a_{1}) x [a_{2}) x...x[a_{n}). Finally, we give a characterization of finite lattice implication algebras. In particular, we show that there exists only one lattice implication algebra of prime order. 

R. A. Borzooei
S. F. Hosseiny
JJMS, 2013, 6(4), 265283

Another
Decomposition
of
*
Continuity
Via
Ideal
Topological
Spaces
In this
paper,
we
introduce
the
notions
of
ωILC*sets,
I*_{ω}closed
sets and
Iω_{t}sets.
Also
defined
the
notions
of
ωILC*continuous
maps,
I*_{ω}continuous
maps,
Iω_{t}continuous
maps and
obtained
decompositions
of
*continuity.


S. Jafari
K.
Viswanathan
J. Jayasudha
JJMS,
2013, 6(4),
285295

Weighted
Lipschitz
Estimates
for
Multilinear
Commutator
of
Marcinkiewicz
Operator
In this
paper, the
weighted
boundedness
for the
multilinear
commutator
of the
Marcinkiewicz
operator and
the weighted
Lipschitz
functions
are
obtained. 

Zhao Qiao
Zhen
Wang Jun
Feng
JJMS,
2013, 6(4),
297311

Chen
Inequalities
for
Submanifolds
of Some
Space
Forms
Endowed
with a
SemiSymmetric
Non 
Metric
Connection
In this
paper,
we prove
Chen
inequalities
for
submanifolds
of
complex
space
forms
and
respectively
Sasakian
space
form,
endowed
with a
semisymmetric
nonmetric
connection. 

Yusuf Doğru
JJMS,
2013, 6(4),
313339

