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Latest
Issue
Volume
10, No.
1,
March
2017
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Articles |
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THE PERIODS
OF THE PELL
P-ORBITS OF
POLYHEDRAL
AND
CENTRO-POLYHEDRAL
GROUPS
In this
paper, we de
ne the Pell
p-orbit of a
nitely
generated
group
and then we
obtain the
lengths of
the periods
and the
basic
periods of
the Pell
p-orbits of
the nite
polyhedral
groups and
centro-polyhedral
groups. |
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OMUR DEVECI
MERVE AKDENIZ AND
YESIM AKUZUM
JJMS,
2017, 10(1),1-9
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SOME RESULTS CONCERNING RIESZ BASES AND FRAMES IN
BANACH SPACES
In
this
paper,
we
give
characterizations
of
Riesz
bases
and
near
Riesz
bases
in
Banach
spaces.
The
notion
of
atomic
system
is
de
ned
and
a
characterization
of
atomic
system
has
been
given.
Also
results
exhibiting
relationship
between
frames,
atomic
systems
and
Riesz
bases
have
been
proved.
Further,
we
show
that
every
atomic
system
is a
projection
of a
Riesz
basis
in
Banach
spaces.
Finally,
we
give
some
duality
results
of
an
atomic
system
for
Banach
spaces.
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KHOLE
TIMOTHY
POUMAI AND
S. K.
KAUSHIK
JJMS,
2017, 10(1),11-32
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B α,β -OPERATOR AND FITZPATRICK FUNCTIONS
n this paper, we introduce B α,β- operator as a new techniqne to gen-eralize Fitzpatrick functions. We study the properties of this new operator, such as convexity, weak -closedness, locally boundedness and Fenchel duality. Further-more, we present new concept that is Cn -monotone bifunction. By the application
of the new operator, we prove that .....
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AYED E.
HASHOOSH AND
MOHSEN
ALIMOHAMMADY
JJMS,
2017, 10(1),33-52
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UNIQUENESS RESULTS RELATED TO POLYNOMIAL AND
DIFFERENTIAL POLYNOMIAL
In this paper we study the problem of uniqueness of meromorphic
functions concerning polynomial and di erential polynomial with nite weight. Our result generalizes the results proved by Q. Zhang in 2005 and also results obtained by Harina P. Waghamore and Husna V. in 2016.
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HARINA P.
WAGHAMORE
AND HUSNA V.
JJMS,
2017, 10(1),53-71
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A CLASS OF RATIO-CUM-RATIO-TYPE EXPONENTIAL ESTIMATORS FOR POPULATION MEAN WITH SUB SAMPLING THE NON-RESPONDENTS
The goal of this present paper is to investigate new relationships of
I*g -openness. The notion of I*g-open sets was introduced by Ekici in 2011. I*g- openness is placed between topology and Levine's openness. New investigations among I*g-openness, topology and maps are introduced.
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Surya K. Pal
AND
Housila P.
Singh
JJMS,
2017, 10(1),73-94
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