Fourier Approximation, Summability Theory, Functional Analysis, Operator Theory, Wavelets
Experience :
Teaching Experience — Shri Ram Commerce College, Delhi University.
Teaching Experience — Holy Grace Engineering College, Trissur, Kerala.
Research Publications:
Chapter Published: Chapter’s Title: Fourier series and Its Applications in Engineering, Book’s Title: Advanced Mathematical Techniques in Engineering Sciences, ISBN: 9781138554399, Year of Publication: May 17, 2018, Publisher: CRC Press, Taylor and Francis Group, USA.
Chapter Published: Chapter’s Title: Summability Techniques and Their Applications in Soft Computing, Book’s Title: Computing Techniques and Applications in Mechanical Engineering, ISBN: 9781522530350, Year of Publication: December, 2017, Publisher: IGI Global, USA.
Smita, Xh. Z. Krasniqi, Alka Munjal: Absolute |C, α, β; δ|k summability factor of Infinite Series,ActaMatematicaAcademiePaedagogiaceNyíregyháziensis, 34(1), (2018). [Scopus, H Index: 11]
Smita, Alka Munjal:Application of Almost Increasing Sequence for Absolute Riesz |N, pnα;δ;γ|k Summable Factor, Pertanika Journal of Science and Technology, (2018). (Accepted) [Scopus, H Index: 7]
Smita, Alka Munjal: Absolute |C, 1|k summability factor of improper integrals, Publications De L’Institut Math., (2018). (Accepted) [SCIE, Scopus, H Index: 9]
Smita, Alka Munjal:On Generalized Absolute Riesz Summability Factor of Infinite Series, Kyungpook Mathematical Journal, (2018).(Accepted) [Scopus, H Index: 13]
Smita, Alka Munjal: Degree of Approximation by a General Cλ- Summability Method, Materials Science and Engineering, 331, 012007, DOI: 10.1088/1757-899X/331/1/012007, (2018). [Scopus, H Index: 13]
Smita, Alka Munjal:Application of Quasi ‘f’ power Increasing Sequences in Absolute Summability, Procedia Computer Science, 125, 591-597, (2018). [Scopus, H Index: 29]
Smita, Alka Munjal: Approximation of the function f belong to Lip (α, p) using infinite matrices of Cesa?ro sub-method, Nonlinear Studies, 24(1), 113-125 (2017). [Scopus, H Index: 8]
Smita, Alka Munjal: Absolute Summability φ-|C, α,β;δ|k of Infinite Series, Journal of Inequalities and Applications, 2017: 168, DOI: 10.1186/s13660-017-1445-5, 1-7, (2017). [SCIE, Scopus, H Index: 31]
Smita, Alka Munjal: Absolute Summability Factor |N, pn|k of Improper Integrals, International Journal of Engineering and Technology, 9(3S), 457-462, (2017). [Scopus, H Index: 13]
Smita, Xh. Z. Krasniqi, Alka Munjal: A note on absolute Cesa?ro φ-|C, 1;δ;l|k summability factor, International Journal of Analysis and Applications, 15(1), 108-113, (2017). [Web of Science: ESCI]
Smita, Alka Munjal:Application of Quasi-f-power Increasing Sequences in Absolute φ–|C,α;δ;l|k Summability, Proceeding of ICCPMA, (2017).
Smita, Alka Munjal, A note on boundness conditions of absolute summability φ−|A|k factors, Proceeding of International Conference on Advances in Science and Technology 2017, Proceedings ICAST-2017 Type A, ISBN: 9789386171429, 67, 208-210, (2017).
Smita, Alka Munjal, Absolute No?rlund Summability |N, pn|k of Improper Integrals, Proceeding of National Conference on Recent Advances in Mechanical Engineering (NCRAME-2017), Volume-II, ISBN: 978-93-86256-89-8, 90, 413-415, (2017).
Smita, Alka Munjal: Absolute Summability Factor φ − |C, 1; δ|k of Infinite Series, International Journal of Mathematical Analysis, 10(23), 1129–1136 (2016). [Scopus, H Index: 17]
Smita, Alka Munjal: Sufficient conditions for triple matrices to be bounded, Nonlinear Studies, 23(4), 533-542 (2016). [Scopus, H Index: 8]
M.L. Mittal, B.E. Rhoades, Smita, U. Singh, Apprximation of signals of class LIp (alpha, p) by linear operators, Applied Mathematics and Computation, 217 (2011) 4483-4489 (Elsevier Journals).[SCI]
Uaday Singh, Smita, Degree of approximation of function f belong to Hp(w) class in generalized Holder metric by matrix means, Proceedings of ICMMSC-2012 appeared in Communications in Computer and Information Sciences, (Springer-Verlag, Berlin), 283 (2012) 1-10.
Uaday Singh, M.L. Mittal, Smita, Trigonometric approximation of signals (functions) belonging to W (Lr, Xi (t))class by matrix (C1, Np) operator, International Journal of Mathematics and Mathematical Sciences 2012 (2012) Article ID 964101.
Smita, Uaday Sngh, Degree of approximation of functions of the conjugate of signals (functions) belonging to Lip (alpha, r) class by (C,1) (E,q) means of conjugate trigonometric Fourier series, Journal of Inequalities and Applications, 2012, 2012, 278.[SCI]
Uaday Singh, Smita, Trigonometric Approximation of Signals (Functions) Belonging to weighted (Lp, Xi(t)) Class by Hausdorff means, 8(1) 2013, 37-44.
Smita, Approximation of functions by (C,2)(E,q) means of its Fourier- Laguerre series, Proceedings of ICMS 2014, ISBN – 978-93-5107-261-4(2014)125 -128 ELSEIVER.
Smita, Approximation of Periodic Functions Belonging to Lipschitz Classes by Prtoduct Matrix Means of Fourier Series, proceeding in International conference on Recent trends in Mathematical Analysis and its Applications (ICRTMAA-2014).
Project:
DST-SERB Project -Principle Investigator
Ph.D Supervised:
In Progress two
M.Sc Internship:
one
Research Collaborations:
Professor Xhevat Krasniqi, Department of Mathematics and Informatics University of Prishtina, Prishtina, Kosova.
Foreign Visits (4) :
Paris, France. (Decemeber 2013)
Bursa, Turkey (August 2012)
Switzerland (November 2017)
USA (2019)
Invited/Seminar Talks
Two lecture series on one Week Short Term Training Programme on Applications of Fixed point theory and non-linear analysis for Engineering and Sciences during June 30 – July 04, 2014 in NIT Surat.
Other:
Former Warden Girls hostel (Bhagirathi Bhawan) (2017- 2019)
Former Warden Girls hostel (Alkananda Bhawan) (2014- 2016)
Course Coordinator of B. Tech. Theory examinations at NIT, Kurukshetra
Time table incharge Department of Mathematics, NIT Kurukshetra, 2015-16.
President (2010-2012) of Mathematics Colloquium, Department of Mathematics,
IIT Roorkee, Roorkee.
Residential Warden (2010- 2012) of Sarojini Bhawan, IIT Roorkee, Roorkee.
UGC–CSIR NET JRF 2010
GATE –2008
JAM Entrance Exam – 2007 (IIT- M.Sc.)
