International Journal of Advances in Mathematics
International Journal of Advances in Mathematics
2456-6098
Volume 2018
Number 3
2018
May
01
$k^{*}$-Continuous Function In Ideal Closure Spaces
1
7
EN
Gowri
R.
Department of Mathematics, Government College for Women(A), Kumbakonam, T.N, India.
gowrigck@rediffmail.com
Pavithra
M
Department of Mathematics, Andhra University ,\\ Visakhapatnam-
530 003, India.
S
Lakshmana Rao
Department of Mathematics, Government College for Women(A), Kumbakonam, T.N, India.
In this paper, we have defined the concept $k^{*}$-continuous function in ideal closure spaces. In particular, the properties of open and closed maps, composite of $k^{*}$-continuous functions, characterization of $k^{*}$-homeomorphic functions in ideal closure spaces are explained in detail.
$k^{*}$-continuous functions, open map, closed map, restrictions of $k^{*}$-continuous function, composite of two $k^{*}$-continuous function, $k^{*}$-homomorphism in ideal closure spaces.
http://adv-math.com/k-continuous-function-in-ideal-closure-spaces/
http://adv-math.com/wp-content/uploads/2018/05/201810.pdf