Optimized Technique for Computation of Novel Geometric Series
School of Management, Indian Institute of Technology, Kharagpur, India
*Corresponding Author: Chinnaraji Annamalai, School of Management, Indian Institute of Technology, Kharagpur, India.
April 24, 2021; Published: December 31, 2021
This paper presents a novel method for computing the innovative geometric series and its summations. First, the great innovative idea for novel geometric series starts from 2 = 2 such as:
In this paper, several results of novel geometric series are given for innovative computations.
Keywords: Geometric Progression; Innovative Computation; Novel Geometric Series
- Annamalai C. “Applications of Exponential Decay and Geometric Series in Effective Medicine Dosage”. Journal Advances in Bioscience and Biotechnology 2 (2010): 51-54.
- Annamalai C. “Computational Model to Study the Dose Concentration in Bloodstream of Patients”. International Journal of Medical and Pharmaceutical Sciences5 (2010): 1-7.
- Annamalai C. “Annamalai’s Computing Model for Algorithmic Geometric series and Its Mathematical Structures”. Mathematics and Computer Science – Science Publishing Group, USA 3.1 (2018): 1-6.
- Annamalai C. “Algorithmic Computation for Annamalai’s Geometric Series and Summability”. Mathematics and Computer Science – Science Publishing Group, USA 3.5 (2018): 100-101.
- Annamalai C. “A Model of Iterative Computations for Recursive Summability”. Tamsui Oxford Journal of Information and Mathematical Sciences – Airiti Library 33.1 (2019): 75-77.
- Annamalai C., et al. “Recursive Computations and Differential and Integral Equations for Summability of Binomial Coefficients with Combinatorial Expressions”. International Journal of Scientific Research in Mechanical and Materials Engineering1 (2020): 1-5.
- Annamalai C., et al. “Combinatorial Technique for Optimizing the Combination”. The Journal of Engineering and Exact Sciences 2 (2020): 0189-0192.
- Annamalai C. “Novel Computing Technique in combinatorics” (2020).
- Annamalai C. Optimized Computing Technique for Combination in Combinatorics” (2020).