Year : 2024
Subclasses of Analytic Functions Subordinated to the Four-Leaf Function
Cite this Research Publication : Gunasekar, Saravanan, Baskaran Sudharsanan, Musthafa Ibrahim, and Teodor Bulboacă. "Subclasses of Analytic Functions Subordinated to the Four-Leaf Function." Axioms 13, no. 3 (2024): 155
Publisher : Axioms
Year : 2024
Horadam polynomials for a new subclass of Sakaguchi-type bi-univalent functions defined by $({p},{q}) $-derivative operator
Cite this Research Publication : Vanithakumari, B., G. SARAVANAN, S. Baskaran, and Sibel Yalcin. "Horadam polynomials for a new subclass of Sakaguchi-type bi-univalent functions defined by $({p},{q}) $-derivative operator." (2024): 461-470
Year : 2024
Sakaguchi type functions are defined by balancing polynomials
Cite this Research Publication : Saravanan, Gunasekar, Sudharsanan Baskaran, Balasubramaniam Vanithakumari, and Serap Bulut. "Sakaguchi type functions are defined by balancing polynomials." Mathematica Bohemica
Publisher : Mathematica Bohemica
Year : 2023
On a Class Sakaguchi Type of order lambda defined by (p,q)- derivative operators using Horadam Polynomial
Cite this Research Publication : S. Baskaran, G. Saravanan, and B.Vanithakumari “On a Class Sakaguchi Type of order lambda defined by (p,q)- derivative operators using Horadam Polynomial ”, International Conference on Research Trends in Contemporary Mathematics (ICRTCM 2023), February 03-04 2023 held at Patrician college of arts and science, Adyar, Chennai.
Publisher : International Conference on Research Trends in Contemporary Mathematics
Year : 2022
A subclass with bi-univalence involving Gegenbauer Polynomials and its coefficient bounds
Cite this Research Publication : S. Baskaran, G. Saravanan and B.Vanithakumari “A subclass with bi-univalence involving Gegenbauer Polynomials and its coefficient bounds”, International virtual conference on Progress in Mathematics towards Industrial Applications (PMTIA- 2022), October 28-29 2022 held at SRM Institute of Science and Technology, Ramapuram Campus, Chennai
Publisher : International virtual conference on Progress in Mathematics towards Industrial Applications
Year : 2022
On a New Subclass of Sakaguchi Type Functions Using (p, q)-Derivative Operator
Cite this Research Publication : Baskaran, S., G. Saravanan, and K. Muthunagai. "On a New Subclass of Sakaguchi Type Functions Using (p, q)-Derivative Operator." In Mathematical Analysis and Applications: MAA 2020, Jamshedpur, India, November 2–4, pp. 273-280. Singapore: Springer Singapore, 2022.
Publisher : Springer
Year : 2022
Sakaguchi-Type function defined by -Fractional (p,q) operator using Laguerre polynomials
Cite this Research Publication : S. Baskaran, G. Saravanan and B.Vanithakumari “Sakaguchi-Type function defined by -Fractional (p,q) operator using Laguerre polynomials”, Palestine Journal of Mathematics, vol 11 (2022), Pg 41 – 47
Publisher : Palestine Journal of Mathematics
Year : 2022
Sakaguchi-Type function defined by (p,q)-Derivative operator using Gegenbauer polynomials
Cite this Research Publication : S. Baskaran, G. Saravanan, Sibel Yalcin and B.Vanithakumari “Sakaguchi-Type function defined by (p,q)-Derivative operator using Gegenbauer polynomials” International Journal of Nonlinear Analysis and Applications, 2022, -. doi: 10.22075/ijnaa.2022.25973.3206
Publisher : International Journal of Nonlinear Analysis and Applications
Year : 2022
On a subclass with bi-univalence using (p,q) – Chebyshev Polynomials
Cite this Research Publication : S. Baskaran, G. Saravanan and B.Vanithakumari “On a subclass with bi-univalence using (p,q) – Chebyshev Polynomials ”, Neuroquantology, vol 20 (11), (2022), Pg 4379 – 4384
Publisher : Neuroquantology
Year : 2021
A subclass with bi-univalence involving Horadam polynomials and its coefficient bounds
Cite this Research Publication : K. Muthunagai., G. Saravanan and S. Baskaran “A subclass with bi-univalence involving Horadam polynomials and its coefficient bounds”, Proyecciones Journal of Mathematics, vol. 40, n 3, (2021), Pg 721-730
Publisher : Proyecciones Journal of Mathematics
Year : 2021
On a New Subclass of Sakaguchi Type Functions Using (p,q)-Derivative Operator
Cite this Research Publication : S Baskaran, G. Saravanan, Muthunagai, K. (2021). On a New Subclass of Sakaguchi Type Functions Using (p,q)-Derivative Operator. In: Chadli, O., Das, S., Mohapatra, R.N., Swaminathan, A. (eds) Mathematical Analysis and Applications. Springer Proceedings in Mathematics & Statistics, vol 381. Springer, Singapore
Publisher : Springer
Year : 2020
A subclass with bi-univalence involving (p,q)- Lucas Polynomials and its coefficient bounds
Cite this Research Publication : SibelYalcin, K. Muthunagai, and G. Saravanan, “A subclass with bi-univalence involving (p,q)- Lucas Polynomials and its coefficient bounds”, Boletin de la SociedadMatemática Mexicana, Vol. 26, 2020, Pg 1015–1022
Publisher : Boletin de la SociedadMatemática Mexicana
Year : 2020
Optimal estimate for the norm of pre-Schwarzian derivative
Cite this Research Publication : K. Muthunagai., G. Saravanan and S. Baskaran “Optimal estimate for the norm of pre-Schwarzian derivative”, Advances in Mathematics: Scientific Journal, vol 9, no 7,4321–4327,2020
Publisher : Advances in Mathematics: Scientific Journal
Year : 2019
Estimation of bounds for initial coefficients and Fekete- Szegö Inequality for a Subclass of Analytic Bi-univalent Functions
Cite this Research Publication : G. Saravanan and K. Muthunagai “Estimation of bounds for initial coefficients and Fekete- Szegö Inequality for a Subclass of Analytic Bi-univalent Functions”, Applied Mathematics and Scientific Computing Springer book series – Trends in Mathematics, pp 57-65, 2019
Publisher : Applied Mathematics and Scientific Computing Springer book series – Trends in Mathematics
Year : 2019
Coefficient bounds for a new subclass of bi-univalent functions defined by q-fractional derivative operator
Cite this Research Publication : G. Saravanan and K. Muthunagai., “Coefficient bounds for a new subclass of bi-univalent functions defined by q-fractional derivative operator”, American Institute of Physics Conference Proceedings, vol -2095, 2019
Publisher : American Institute of Physics Conference Proceedings
Year : 2019
Co-efficient estimates for a subclass of Analytic functions using Faber polynomials
Cite this Research Publication : G. Saravanan and K. Muthunagai., “Co-efficient estimates for a subclass of Analytic functions using Faber polynomials”, Italian Journal of Pure and Applied Mathematics, Vol n. 42, pp 154-160, 2019
Publisher : Italian Journal of Pure and Applied Mathematics
Year : 2018
Coefficient estimates and Fekete-Szegö inequality for a subclass of Analytic functions defined by using symmetric q- derivative operator
Cite this Research Publication : G. Saravanan and K. Muthunagai., “Coefficient estimates and Fekete-Szegö inequality for a subclass of Analytic functions defined by using symmetric q- derivative operator”, Periodicals of Engineering and Natural Sciences,Vol-6, No 1, 2018, Pg. 241-250.
Publisher : Periodicals of Engineering and Natural Sciences
Year : 2018
Some constraints for the Struve function to belong to certain subclasses of Analytic functions
Cite this Research Publication : G. Saravanan and K. Muthunagai “Some constraints for the Struve function to belong to certain subclasses of Analytic functions” International Journal of Innovative Technology and Exploring Engineering (IJITEE), Vol-8, Issue-2S2, 2018, Pg 436-443
Publisher : International Journal of Innovative Technology and Exploring Engineering (IJITEE)
Year : 2017
Coefficient Estimates and Fekete- Szego Inequality for a Subclass of Bi-univalent Functions defined by symmetric q- derivative Operator by using Chebyshev Polynomials Techniques
Cite this Research Publication : G. Saravanan and K. Muthunagai., “Coefficient Estimates and Fekete- Szego Inequality for a Subclass of Bi-univalent Functions defined by symmetric q- derivative Operator by using Chebyshev Polynomials Techniques”, International Conference Advances in Mathematical Sciences ICAMS-2017, December 1-3,2017, held at VIT University, Vellore
Publisher : International Conference Advances in Mathematical Sciences
Year : 2017
Coefficient estimates for the class of Bi-Quasi-Convex functions using Faber polynomials
Cite this Research Publication : G. Saravanan and K. Muthunagai “Coefficient estimates for the class of Bi-Quasi-Convex functions using Faber polynomials” Far East J. Math. Sci. (FJMS), Vol-102, Issue- 10, 2017, Pg. 2267-2276
Publisher : Far East J. Math. Sci. (FJMS)