We described the characterization of interval valued secondary κ −kernel symmetric fuzzy matrices in this article. The relationship between interval valued s−κ kernels symmetric, interval valued s−kernels symmetric, interval valued κ −kernel symmetric and interval valued kernels symmetric matrices are discussed. We establish the required and sufficient conditions for a matrix to be interval valued s−κ kernels symmetric

1.
K.H.
Kim
and
F.W.
,
Roush
(
1980
).
Generalized fuzzy matrices, Fuzzy Sets and Systems
, vol.
4
,
29
315
2.
A.
Lee
., (
1976
)
Secondary Symmetric, Secondary Skew Symmetric, Secondary Orthogonal Matrices, Period Math, Hungary
,
63
76
3.
A.R.
Meenakshi
(
2008
).
Fuzzy Matrix: Theory and Application
,
MJP, Publishers
,
Chennai, India
4.
A.R.
Meenakshi
and
D., Jaya
Shree
(
2009
).
On k-Kernel Symmetric Matrices
,
International Journal of Mathematics and Mathematical Science
Article ID 926217,
1
8
5.
A.R.
Meenakshi
and
M.
Kaliraja
(
2010
).
Regular Interval valued Fuzzy matrices
,
Advance in Fuzzy Mathematics
, Vol.
5
, No.
1
,
7
15
6.
D. Jaya
Shree
(
2014
).
Secondary k-Kernel Symmetric Fuzzy Matrices
,
International Journal of Fuzzy Mathematical Archive
, Vol.
5
, No.
2
,
89
94
7.
C.
Antonio
and
B.
,
Paul
(
1976
).
Properties of the Eigen vectors of per symmetric Matrices with application to communication theory EEE Transactions on Communication
, vol.
24
,
804
809
8.
A.R.
Meenakshi
and
S.
,
Krishnamoorthy
(
1998
).
On kEP matrices
,
Linear Algebra and its Applications
, vol.
269
,
219
232
9.
A.K.
Shyamal
, and
M.
,
Pal
(
2006
).
Interval valued Fuzzy matrices
,
Journal of Fuzzy Mathematics
, Vol.
14
, No.
3
,
582
592
10.
R.D.
Hills
and
S.R.
,
Waters
(
1992
).
On k real and Hermitian matrices
,
Linear Algebra and its Applications
vol.
169
,
17
29
11.
A.R.
Meenakshi
and
D., Jaya
Shree
(
2009
). On k-range symmetric matrices,
Proceedings of the National Conference on Algebra and Graph Theory
,
MS University
,
58
67
12.
M.
Kaliraja
and
T.
Bhavani
.
Interval valued κ −kernel symmetric fuzzy Matrices
, (
Communicated)
13.
D. Jaya
Shree
(
2014
).
Secondary κ −kernel Symmetric Matrices
,
International Journal of Mathematical Archive
, vol.
5
No.
2
,
89
94
This content is only available via PDF.
You do not currently have access to this content.