Fuzzy soft symmetric operators

다국어 초록 (Multilingual Abstract)

In this work, we define the fuzzy soft symmetric operator, which is a special type of fuzzy soft linear operators in fuzzy soft Hilbert spaces based on fuzzy soft inner product spaces, initiated by Faried et al. [6]. Moreover, an example of the fuzzy soft symmetric operator is introduced. Furthermore, related fuzzy soft point spectrum theorem is investigated.

참고문헌 (Reference)

1 G. Senel, "The parameterization reduction of soft point and its applications with soft matrix" 164 (164): 2017

2 D. Molodtsov, "Soft set theory-First results" 37 : 19-31, 1999

3 S. Bayramov, "Soft locally compact spaces and soft paracompact spaces" 3 : 122-130, 2013

4 S. Das, "Soft Metric" 6 (6): 77-94, 2013

5 M. I. Yazar, "Results on soft Hilbert spaces" 9 (9): 159-164, 2019

6 S. Das, "On soft inner product spaces" 6 (6): 151-170, 2013

7 T. Beaula, "On fuzzy soft metric spaces" 2 (2): 197-202, 2014

8 N. Faried, "On fuzzy soft linear operators in fuzzy soft Hilbert spaces"

9 T. J. Neog, "Fuzzy soft topological spaces" 2 (2): 54-67, 2012

10 P. K. Maji, "Fuzzy soft set" 9 (9): 677-692, 2001

11 N. Faried, "Fuzzy soft inner product spaces"

12 N. Faried, "Fuzzy soft Hilbert spaces"

13 L. A. Zadeh, "Fuzzy sets" 8 : 338-353, 1965

14 M. I. Yazar, "A new view on soft normed spaces" 9 (9): 1149-1159, 2014

15 T. Beaula, "A new notion for fuzzy soft normed linear spac" 9 (9): 81-90, 2015

16 G. Senel, "A new construction of spheres via soft real numbers and soft points" 4 (4): 39-43, 2018

17 G. Senel, "A new approach to Hausdorff space theory via the soft sets" 9 : 2016

18 G. Senel, "A comparative research on the definition of soft point" 163 (163): 2017