L-Vague Rings , L-Vague Ideals And L-Vague Cossets

  IJMTT-book-cover
 
International Journal of Mathematics Trends and Technology (IJMTT)
 
© 2021 by IJMTT Journal
Volume-67 Issue-3
Year of Publication : 2021
Authors : Dr. B. Nageswara Rao, Dr.K.Ramesh
  10.14445/22315373/IJMTT-V67I3P510

MLA

MLA Style: Dr. B. Nageswara Rao, Dr.K.Ramesh  "L-Vague Rings , L-Vague Ideals And L-Vague Cossets" International Journal of Mathematics Trends and Technology 67.3 (2021):85-91. 

APA Style: Dr. B. Nageswara Rao, Dr.K.Ramesh(2021). L-Vague Rings , L-Vague Ideals And L-Vague Cossets International Journal of Mathematics Trends and Technology, 85-91.

Abstract
In this paper we study some generalized properties of L-vague ring.In this direction the concept of image and inverse image of vague L-set under ring homorphisim are discussed. Vague ideal on vague L-ring and studied their properties. Further we investigate the development of some important results and theorems about L-vague ring, L-vague ideal, L-vague costs on a vague L-ring.

Reference

[1] Ajmal. N & Thomas. K.V., The Fuzzy Lattice ideals of a ring, Fuzzy sets and ststems ,3 (1995) 371 – 379.
[2] Attanassov. K.T., Intuitionistic fuzzy sets. Fuzzy sets and systems, 20(1) (1986) 87-96.
[3] Chellappa. B and Anandh. B., Fuzzy join subsemilattices, 7(2) (2011) 111 – 119.
[4] Chellappa. B and Anandh. B., Fuzzy join semi L – ideal, Indian Journal of Mathematics and Mathematical Sciences, 7 (2011) 103 – 109.
[5] Fried, E., and Schmidt, E.T., Standard sublattices, Algebra Universalis 5 (1975) 203-211.
[6] Gau,w.L.and Buehre,D.J.,vague sets, IEEE,Transection on systemsMan 33 (1933) 610-614.
[7] Mullai. M., fuzzy L – filters , 1(3) (2012) 21 – 24.
[8] Nageswara Rao.B,Bullibabu.R,Eswarlal.T., Vague join semilattices,(IJMTT), 66(2) (2020).
[9] Nageswara Rao.B,Ramakrishana.N,Eswarlal.T, Vague join semilattices,(IJMTT), 66(2) (2020).
[10] Nageswararao.B, Ramakrishana.N,Eswarlal.T., Vague cut-set on vague join sem lattice and vague join semi L-Filter,Solid state Technology, 63 (5) (2020) 14951-14957.
[11] Ramakrishana.N, Satyanarayana.CH and Nageswararao.B., Some characterizations vague groupsvague normal groups (IJMSEA),6(3) (2012) 387-397.
[12] Zadeh. L.A., Fuzzy Sets, Information & Control 8, (1965) 338 – 353.

Keywords : Vague set, L-Vague ring , L-Vague ideal , L-vague cosset