Address º Prof. Abdul Wafi, Department of Mathematics, Jamia Millia Islamia, New Delhi ,India
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1 CURRICULUM VITAE Name º Prof. ABDUl WAFI Address º Prof. Abdul Wafi, Department of Mathematics, Jamia Millia Islamia, New Delhi ,India E-maiì Id. º Tel. No. º (M) Educational Qualifications: º Ph. D., M. Phil, M.Sc., B. Sc.(Hons) Field of study º Approximation Theory Field of specialization º Positive Linear Operators in Approximation Theory Professional experience: º 38 Years Fellowships: º JRF and SRF of Scientific & Industerial Research, India. Employment: Previous & Present Posts, including dates & institutions. Sep. 25, Jan. 18, 1980 º Lecturer in Mathematics Z.H. College Of Engineering & Technology,A.M.U., Aligarh. Jan.19, Nov º Lecturer in the Deptt. of Maths. A.M.U.,Aligarh. Nov. 9, Aug º Associate Professor in Mathematics Higher Institute of Mechanical & Electrical Engg. Hoon, Libya. Sep.10, Aug.29, 1998 Aug.30, 1998 Aug. 30, 2006 º(i) Lecturer in the Department of Mathematics, Jamia Millia Islama Jamia Nagar, New Delhi-25,India. º(ii)Reader(Associate Professor)in the Department of Mathematics, Jamia Millia Islamia,Jamia Nagar,New Delhi, India.
2 Aug.31, 2006, to June 30, 2017 º(iii)Professor of Mathematics, Department of Mathematics, Jamia Millia Islamia,Jamia Nagar, New Delhi, India. Courses taught & subject of º Graduation level: Analytic Geometry & preference at Graduation Calculus, Differential Equations, and Post Graduation levels Algebra, Real Analysis, Vector Analysis, Numerical Analysis. Post Graduate level:measure Theory, Fourier Analysis,Functional Analysis,Approximation Theory etc. Number of Research Papers º 41 (Please see Annexure-I) Membership of Scientific º Founder member of the Indian Societies Society of Industrial & Applicable Mathematics. Research Guidance º (i) Two students are awarded Ph.D. degree under my supervision. (ii) Supervised three students to complete their M.Sc. Dissertation in Approximation Theory. Contribution to Teaching/Academic º (i) Involved in organizing the And Corporate life of Institution referesher courses in Mathematics at A.S.C.,J.M.I,New Delhi (ii) Involved in organizing seminar/conference in Mathematics,Department of Maths,J.M.I,New Delhi (iii) Organized an International Conference ICDGAA, 2016 Adminstrative positions º (i) Worked as Head, Department of Mathematics, JMI, New Delhi from September, 2015 to 30th June, (ii) Worked as Head of Mathematics Section at HIME Engg., Hoon, Libya. (iii) Workrd as Senior Warden in the Hall of boys residence at JMI, New Delhi. (iv) Worked as Deputy Proctor, JMI, New Delhi Language Skills º English, Hindi, Urdu. (Dr. Abdul Wafi)
3 (Annexture-I) Google Scholar Citations (ABDUL WAFI) Citations : 111 LIST Of RESEARCH PAPERS H-index : 6 Published in National Journals i10-index : 5 1. Wafi A., Khan H.H. and Umar S., 'On approximation of function by general orthonormal polynomials on a finite segment',indian J. Of Pure & Appl.Maths. 8(2)(1977) (SCI INDEXED I.F.= 0.223) 2. Waif A. And Habib A., 'Degree of approximation of functions by modified Bernstein polynomials on an unbounded interval',indian J.of Pure & Appl. Maths. 8(6)(1977), (SCI INDEXED I.F.= 0.223) 3. Wafi A. And Habib A.,'On generlised Bernstein polynomials',indian J. Pure & Appl.Maths.9(2)(1978), (SCI INDEXED I.F.= 0.223) 4. Wafi A.,'A note on generalized Bernstein type polynomial on an unbounded interval',ranchi, Univ.Math.J.,9(1978), Wafi A.,'A note on linear positive operators in approximation theory', Alig. Bull. Maths.,9-10( ), Wafi A.,' Approximation of functions by generlized Bernstein-type polynomials',indian J.Maths.(Prof.C.T.Rajgopal Memorial Vol.),22(1980), Wafi A.,'Saturation of local approximation by linear positive operators of Jackson-type',Indian J. Pure & Appl.Maths. 11(9)(1980), (SCI INDEXED I.F.= 0.223) 8. Wafi A.,'Degree of approximation of functions by modified Bernstein operators',fourier Analysis,Approximation Theory and Applications, edited by Z.U. Ahmad,P.K.Jain et.al,(1997),new Age Int.(P)Ltd. Publ., New Delhi), Wafi A.,'On the Aymptotic approximation of differetiable functions by Kantorovitch type operators',alig. Bull. Maths. 21(1)(2002), Wafi A. and Khatoon S.,'Uniform Approximation with Generalized Baskakov- Kantrovich Operators', Alig. Bull. Maths. 22(2)(2003), Wafi A. Khatoon S.,'On the Order of Approximation of Functions by Generalized Baskakov Operators', Indian J.Pure and Appl. Maths 35(3), (2004), (SCI INDEXED I.F.= 0.223) 12. Wafi A. and Khatoon S.,'Inverse theorem for Generalized Baskakov Operators', Bull. Cal. Math. Soc.,97(5),(2005), Wafi A. and Rao N., 'Modified Szasz-Kantorovich type operators with two parameters using Charlier polynomials', JMI International Journal of Mathematical Sciences, 6, (2015), 1-13.
4 Published in International Journals 1. Wafi A. and Khan H.H.,'On the degree of approximation by matrixmeans', Studia Sci. Math. Hungarica 12(1977), (SCI I.F.=0.333) 2. Wafi A. and Khatoon N.,'A note on order of approximation of Gauss- Weierstrass singular integral', Soochow J. of Maths., 6(1980), Wafi A. and Khatoon N.,'On Approximation of functions by Borel- Matrix',Maths Vesnik 6(19)(34)(1981), Wafi A. and Khatoon N.,'A note on Rogosinski singular integral',soochow J. Maths.8(1982), Wafi A. and Khatoon N.,'On the degree of approximation Rogosinski singular integral',bull. Sci. Math.(Paris.106(2),(1982), (SCI I.F.=0.664) 6. Wafi A. and Khatoon S.,'Direct and Inverse Theorems for generalized Baskakov Operators in Polynomial Weight spaces',anal.stint. Ale Univ. Al.I.Cuza, Vol. L,s.i.a,mathematica, (2004),f.1., (SCI INDEXED I.F.= 0.221) 7. Wafi A. and Khatoon S.,'Approximation by Generalized Baskakov Operators For Functions of one and two Variables in exponential and Polynomial Weight Spaces',Thai Journal of Maths, Vol. 2(1),(2004), Wafi A. and Khatoon S.,'The Voronovskaja Theorem for generalized Baskakov- Kantrovich Operators in Polynomials Weighted spaces', Matematicki Vesnik, 57,(2005), Wafi A. and Khatoon S.,'Convergence and Voronovskaja type theorems for derivatives of Generalized Baskakov Operators', Cent. Eur. J. Math., 6 (2), (2008), (SCI INDEXED I.F.= 0.578) 10. Wafi A. Rao N. and Deepmala, Approximation Properties by Generalized Baskakov Kantorovich Stancu type operators, Appl. Math. Inf. Sci. Lett. 4 (3), (2016), Wafi A. and Rao N., Szász-Durrmeyer operators based on Dunkl analogue, Complex Anal. Oper. Theory, (2017), DOI /s (SCI INDEXED I.F.=0.663) 12. Wafi A. and Rao N., A generalization of Szász-type operators which preserves constant and quadratic test functions, Cogent Mathematics, (2016), 3: (ESCI INDEXED) 13. Wafi A. and Rao N., Stancu-Variant of Generalized Baskakov Operators, Filomat, (2017), 31 (9), (SCI INDEXED I.F.=0.638) 14 Wafi A. and Rao N., Modified Szász operators involving Charlier polynomials based on two parameters, Thai Journal of Mathematics, 2016 (To appear). 15. Wafi A. and Rao N., (p;q)-bivariate-bernstein-chlodovsky operators, Filomat, (2016)(To appear). (SCI INDEXED I.F.=0.638)
5 16. Wafi A. and Rao N., A generalization of Szász-type operators which preserves e0 and e2, Thai Journal of Mathematics, 2017 (To appear). 17. Wafi A. and Rao N., Bivariate-Schurer-Stancu operators based on (p;q)- integers, Filomat, (2017) (To appear). (SCI INDEXED I.F.=0.638) 18. Wafi A. and Rao N., On Kantorovich form of generalized Szász-type Operators using Charlier polynomials, Korean Journal of Mathematics, 25 (1), (2017), Wafi A. and Rao N., Approximation by Szász type operators including Sheffer polynomials, Journal of Mathematics and Applications, (2017) (To appear). 20. Wafi A. and Rao N., Approximation by Szasz-Stancu-Durrmeyer type operators using Charlier polynomials, Azerbaijan Journal of Mathematics, (2017) (To appear). (SCOPUS and ESCI INDEXED) 21. Wafi A., Rao N. and Deepmala, Approximation properties of (p,q)-variant of Stancu-Schurer operators, Boletim da Sociedade Paranaense de Matematica (2017), (To appear). 22. Mursaleen M., Nasiruzzaman M. and Wafi A., Approximation results by the q- analogue of modified Jakimovski-Leviatan-Stancu type operators, Demonstratio Mathematica, (2017)(To appear). (SCOPUS and ESCI INDEXED) Communicated 1. Wafi A. and Rao N., Bezier variant of Szasz Durrmeyer operators via Dunkl analogue. 2. Wafi A. and Rao N., Szasz-Gamma operators based on Dunkl analogue. 3. Wafi A., Rao N. and Ana Maria Acu, q-szasz-durrmeyer type operators based on Dunkl analogue. 4. Mursaleen M., Wafi A., Mn Zamman and Rao N., Approximation results by the q-analogue of Modified Jakimovski-Leviatan Stancu type operators. 5. Mursaleen M., Wafi A., Mn Zamman and Rao N., Dunkl analogue of modified Stancu type Szász-Beta operators. 6. Mursaleen M., Wafi A., Mn Zamman and Rao N., On (p; q)-bleimann-butzer-hahn operators.
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