rsrivastava.apm's picture
Dr. Rekha Srivastava
Professor
Department of Mathematical Sciences,IIT BHU.
rsrivastava.apm@iitbhu.ac.in
9450541331
Area of Interest: 
Fuzzy Topology

Educational Qualifications:  B.Sc..(Maths) from University of Allahabad(1974)
                                                M.Sc.(Maths) from University of Allahabad (1976)
                                                Ph.D. from BHU, Varanasi (1984)
                                               
                                                [ National Scholarship since Intermediate upto M.Sc.,
                                               Second in order of merit in B.Sc.,
                                               Gold Medals for performance in B.Sc.,
                                               Third in order of merit in M.Sc.,
                                               ' Most Outstanding Youth of Allahabad for 1971 in Academic Field'
                                               
award from Allahabad Jaycees]

Teaching Experience:           Over 33 years [in Institute of Technology, BHU / Indian Institute of Technology(BHU)]

Research:                             - Area of research: Fuzzy Topology
                                              - 
Published 27 research papers
                                              - Supervised 03 Ph.D. Theses
                                              -Three minor Research Projects completed

Contact Details:                  Phone: 91-542-2575938(Res.)
                                             Mobile: 9450541331
                                             E-mail: rsrivastava.apm@iitbhu.ac.in
            
 

Research Publications       

1.Fuzzy Hausdorff Topological Spaces, Rekha Srivastava, S.N.Lal and Arun K. Srivastava, J. Math. Anal. Appl., 81, 1981, 
   497-506.        

2. Fuzzy T1- Topological Spaces, Rekha Srivastava, S.N.Lal and Arun K. Srivastava, J. Math. Anal. Appl.,102, 1984, 
   442-448.

3. On fuzzy Hausdorffness concepts, Rekha Srivastava and Arun K. Srivastava, Fuzzy Sets and Systems, 17, 1985,
    67-71. 

4. Sierpinski object in fuzzy topology, Arun K. Srivastava, Rekha Srivastava, in:Proc.Int. Symp.on Modern Anal.& Appl.
    (Conf. Proc.), Prentice Hall of India, 1985, 17-25.

5.Connected fuzzy topological spaces, Rekha Srivastava, S.N.Lal and Arun K. Srivastava, in:Proc.Int. Symp.on Modern
  Anal.& Appl.
(Conf. Proc.), Prentice Hall of India, 1985, 27-35

6.Fuzzy Sierpinski space: Another note, Arun K. Srivastava and Rekha Srivastava, J. of Fuzzy Math., 3, 1985, 99-103.

7.On fuzzy proper maps, Rekha Srivastava and S.N. Lal, Math. Vesnik, 38, 1986, 337-342.                           
        
8.   On fuzzy T0 and R0-topological spaces, Rekha Srivastava, S. N. Lal and Arun K.
      Srivastava , J. Math. Anal. Appl., 136, 1988, 66-73.                                                                                                                           
 
9.   On fuzzy T1 -topological spaces, Rekha Srivastava, S. N. Lal and Arun K. Srivastava
      J. Math. Anal. Appl., 136, 1988, 124-130..                                               
 
10.  On separation axioms in a newly defined fuzzy topology, Rekha Srivastava, Fuzzy
       Sets and Systems, 62, 1994, 341-346.  
                                                                                                                                                
11. Fuzzy closure spaces, Rekha Srivastava, Arun K. Srivastava, Alka Choubey, J. of
      Fuzzy Math., 2, 1994, 525-534.                                                                          
 
12. On pairwise Hausdorff fuzzy bitopological spaces5, Rekha Srivastava, Manjari
      Srivastava, J. of Fuzzy Math, 5, 1997, 553-564.                         
                                                                                                 
13. On T0 and T1-fuzzy closure spaces,  Rekha Srivastava, Manjari Srivastava, Fuzzy
      Sets and Systems, 109, 2000, 263-269.                                     
 
14. On compactness in bifuzzy topological spaces, Rekha Srivastava, Manjari
      Srivastava, Fuzzy Sets and Systems, 121, 2001, 285-292 .                 
                                                                                           
15. On  fuzzy pairwise T0 and fuzzy  pairwise T1 bitopological spacesIndian J. Pure &
      Appl. Math., 32, 2001, 387-396.
                                                                                                                 
16. On fuzzy pairwise r-separation axioms and and fuzzy  pairwise pre-separation
       axioms  in fuzzy bitopological spaces, Rekha Srivastava, Manjari Srivastava in:   
        Fuzzy Set Theory, its Math. Aspects, & Appls. (Conf. Proc.), 215-219, Allied Publ.,   
        New Delhi,  2002.
 
17. On certain separation axioms in fuzzy bitopological spaces, Rekha Srivastava,
      Manjari Srivastava, Far East Journal of Math. Sciences, 27, 2007, 579-587.
 
18. A Note on α- and α*-Hausdorffness, Rekha Srivastava, Amit Kumar Singh, Fuzzy      
      Sets and Systems, 161, 2010, 1097-1104. 
                                  
19. N- compactness in intuitionistic fuzzy topological spaces , Amit Kumar Singh,
      Rekha Srivastava, Issues in IFSs and Generalized Nets, 8, 2010, 40-49. 
                                                                 
20. On α- and α*- separation axioms in intuitionistic fuzzy topological spaces , Rekha   
     Srivastava, Amit Kumar Singh, Notes on IFS, 17, 2011,35- 43.
 
21.Connectedness in  intuitionistic fuzzy topological spaces  , Rekha Srivastava, Amit
     Kumar Singh, Comptes Rendus de l'Academie Bulgare des Sciences, 64, 2011, 1241-
     1250.                                                                                                                    
 
22. Separation axioms in intuitionistic fuzzy topological spaces , Amit Kumar Singh,
      Rekha Srivastava, Advances in Fuzzy Systems,2012, Article ID 604396,
       doi:10.1155/2012/604396
 
23.  Hausdorff fuzzy soft topological spaces,  Seema Mishra and Rekha Srivastava,
       Ann. Fuzzy Math. Inform. , 9, 2015, 247-260.
 
24.  On T0 and T1 fuzzy soft topological spaces, Seema Mishra and Rekha Srivastava,
       Ann. Fuzzy Math. Inform. , 10, 2015, 591-605.
 
25.  Representability of fuzzy biorders and fuzzy interval orders, Seema Mishra and
       Rekha Srivastava, Internat. J. Uncertain. Fuzziness Knowledge-Based Systems,
       24, 2016, 917-935.
 
26.  Fuzzy topologies generated by fuzzy relations, Seema Mishra and Rekha Srivastava,
       Soft computing, doi: 10.1007/ s00500 – 016 – 2458 – 6 (2016).
 
27.   Fuzzy soft compact topological spaces, Seema Mishra and Rekha Srivastava,
        Journal of Mathematics, Article ID 2480842 (2016).
 
 
 

1.AM-1101: Mathematics
2.AM-1102: Mathematics
3.AM-1104: Mathematics and Statistics
4.AMP-21: Mathematics
5.AM-2101: Mathematical Methods
6.AM-2105 A: Mathematical Methods
7.AM-2202A: Mathematical Methods
8.AM-2203 A: Numerical Methods 
9.AM-2201: Numerical Methods
10.AM-2205 A: Numerical Methods
11.AM-2100 A: Mathematics
12.AM-2102 A:Numerical Methods
13.AM-111: Mathematics
14.AM-121: Mathematics
15.AM-113:Mathematics
16.AM-233: Mathematics
17.AM-242:Mathematics
18.AM-235: Mathematics
19.AM-243: Numerical Methods
20.AM-232: Numerical Methods
21.AM- 3203: Statistics and Stochastic Processes
22.AM-4104: Optimization Techniques
23.AM-4101: Topology and Functional Analysis
24.AM-5103 A: Mathematics
25.AM-5102: Soft Computing
26.AM-5101: Engineering Mathematics
27.PH-5102: BioStatistics and Spectroscopy
28.MA-101: Mathematics I
29.MA-103: Algebra
30.MA-431:Fuzzy Set Theory and Applications
31.MA-411: Topology and Functional Analysis
 

A. The following candidates have been Awarded Ph.D. degree under my supervision:

  1.Manjari Srivastava, Thesis Title: On Separation Axioms and Compactness in Fuzzy Bitopology (2000)
  2. Amit Kumar Singh, Thesis Title: Some Investigations in I-Fuzzy and Intuitionistic Fuzzy Topological Spaces Related to
                                                         Separation Axioms, Compactness and Connectedness( 2010)
 3. Seema Mishra, Thesis Title: A Study of Fuzzy Soft Topologies, Fuzzy Topologies Generated by Fuzzy Relations
                                                   and Representability of Some Fuzzy Relations(2016)
           
The following Ph.D. student is currently working under my supervision:
    Harshita Tiwari

B. IMD / IDD (Maths. & Comp.) Students under my supervision:
   1. Vaibhav Agrawal (Roll no.:08412EN006),IMD(Maths. & Computing),Part V, Submitted his Dissertation:
            Thesis Title: Application of Fuzzy Logic in Gene Expression Data Analysis and Data Clustering (2013)
   2.. Mohammad Zeeshan Gouri (Roll no.14123008) had done UG Project On 'Fuzzy Sets and Applications' (2017)
 
The following IDD(Maths. & Comp.) students are doing UG project under my supervision:
1.Paras Kumar, Part III
 2. P. Sai Praneetha, Part II
                                                                   

1.Chairperson of the Women Grievance Cell for IIT(BHU), since March, 2014.
2.Had been Chairperson of the Complaints Committee for IIT(BHU),from July 2014 to August 2017.
3.Member of the Medical Board of IIT(BHU), since May 2015.
4.Worked as Administrative Warden of the IT Girls' Hostel( Institute of Technology, BHU), from 14th July 2003 to 28th February, 2005.