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Volume
9, No.
3,
September
2016
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Articles |
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On Nano
b-Open
Sets in Nano
Topological
Spaces
The purpose
of this
paper is to
define and
study a new
class of
sets called
Nano b-open
sets in nano
topological
spaces.
Basic
properties
of nano
b-open sets
are
analyzed. We
also used
this set to
introduce
the new type
of
continuous
functions
called nano-b
continuous
function and
its
properties
are
investigated. |
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M. Parimala
C. Indirani
S. Jafari
JJMS,
2016, 9(3),173-184
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Solving Linear Fuzzy Fredholm Integral Equations System by Triangular Functions
In
this
paper,
we
present
a
numerical
method
to
solve
linear
fuzzy
Fredholm
integral
equations
system
of
the
second
kind.
This
method
converts
the
given
fuzzy
system
into
a
linear
system
of
algebraic
equations
by
using
triangular
orthogonal
functions.
The
proposed
method
is
tested
by
two
examples
and
also
results
are
compared
with
the
exact
solution,
by
using
computer
simulations.
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Elias
Hengamian
Asl
JJMS,
2016, 9(3),
185-201
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On Comparison of Survival Curves with Interval Censored Data
Survival
comparison
is one
of the
main
goals
and
interesting
problems
in most
survival
studies
such as
clinical
studies.
In this
paper,
we
compare
through
a Monte
Carlo
study,
several
tests
for
comparison
of
survival
functions
for
interval
censored
failure
time
data. In
particular,
three
nonparametric
generalized
log-rank
tests, a
parametric
score
test and
an
imputation-based
test
have
been
considered.
It is
observed
that the
parametric
score
test and
the
imputation
test
outperform
the
nonparametric
generalized
log-rank
tests in
most
cases.
Finally,
a real
dataset
is
studied
for
illustrative
purposes.
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Reza Pakyari
Danial
Habibi
JJMS,
2016, 9(3),
203-215
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Pasting Lemma for αgrw-continuous Functions
In this
paper, some
properties
of
grw-continuous
functions
are
discussed
and the
notion of
grw-closed
graph is
introduced. |
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N.
Selvanayaki
Gnanambal
Ilango
JJMS,
2016, 9(3),
217-225
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Pre-regular p-open Sets and Decompositions of Complete Continuity
In this paper, we investigate and characterize pre-regular p-open sets which are defined by Jafari [9] , using the pre-interior and pre-closure operators. By using pre-regular p-open sets, we obtain decompositions of regular open sets and decompositions of complete continuity. It is shown that b]-closed sets defined in [17] are equivalent to regular open sets. This fact improves many results obtained in [17].
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P. Jeyanthi
P. Nalayini
T. Noiri
JJMS,
2016,
9(3), 227-237
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