Chinnaraji Annamalai

@iitkgp.ac.in

Researcher
Indian Institute of Technology Kharagpur



                          

https://researchid.co/cannamalai

RESEARCH INTERESTS

Algorithm, Combinatorics, Computation

3779

Scholar Citations

30

Scholar h-index

125

Scholar i10-index

Scopus Publications




RECENT SCHOLAR PUBLICATIONS

  • The Einstein’s Mass-Energy Equation: Kinetic Energy (mv^ 2), Potential Energy (mgh), and Work done (mas)
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2025

  • Derivation of the Einstein’s Mass-Energy Equation (Sum of Kinetic Energy and Rest mass Energy) using Classical Mechanics
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2025

  • Freely Falling Body due to Gravity: Equality of Potential and Kinetic Energy
    C Annamalai
    2025

  • The Einstein's Mass-Energy Equivalence relating to Total Energy
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2025

  • The Network of Cosmic Systems keeps the Universe as Stable
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2025

  • The Universe with its Systems is Stable
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2025

  • Notes on the Mass-Energy Equation related to the Speed of Light
    C Annamalai
    HAL open science 2025

  • Computation of Binomial Series and Theorems without Binomial Coefficients
    C Annamalai
    SSRN Electronic Journal, Elsevier, ID 4994038 2024

  • Mean and Variance of Mathematical Expectation and Frequency Distribution
    C Annamalai
    HAL open science 2024

  • Mathematical Expectations on Frequency and Probability Distributions
    C Annamalai
    HAL open science 2024

  • Novel Method to compute the Sum of Geometric Series and its Factors
    C Annamalai
    HAL open science 2024

  • Novel Method to compute the Sum of Geometric Series on Real Numbers
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

  • Novel Technique to compute the Sum of Geometric Series on Fraction
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

  • New Method to compute the Sum of Geometric Series on Fractional Numbers
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

  • Computing the Sum of Geometric Series based on Algebraic Expression
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

  • Computation of the Sum of Geometric Series on Numerical Expression
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

  • Computation of Novel Binomial Series and Theorems using Bivariable Geometric Series based on Algebraic Expression
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

  • Computation of Novel Binomial Series and Theorems using Multivariable Geometric Series
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

  • Computation of Novel Binomial Series using Bivariable Geometric Series
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

  • Computation of Geometric Series on Numerical Expansions
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2024

MOST CITED SCHOLAR PUBLICATIONS

  • Operating systems: internals and design principles 7th edition
    W Stallings, C Annamalai
    Prentice Hall Press 2012
    Citations: 368

  • Applications of exponential decay and geometric series in effective medicine dosage
    C Annamalai
    Advances in Bioscience and Biotechnology 1 (1), 51-54 2010
    Citations: 143

  • Factorials and Integers for Applications in Computing and Cryptography
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2022
    Citations: 86

  • Annamalai’s Computing Model for Algorithmic Geometric Series and Its Mathematical Structures
    C Annamalai
    Journal of Mathematics and Computer Science 3 (1), 1-6 2018
    Citations: 77

  • Annamalai's Binomial Identity and Theorem
    C Annamalai
    SSRN Electronic Journal, Elsevier, ID 4097907 2022
    Citations: 72

  • Factorials, Integers and Mathematical and Binomial Techniques for Machine Learning and Cybersecurity
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2022
    Citations: 66

  • Algorithmic Computation of Annamalai’s Geometric Series and Summability
    C Annamalai
    Journal of Mathematics and Computer Science 3 (5), 100-101 2018
    Citations: 58

  • Computing Method for Combinatorial Geometric Series and Binomial Expansion
    C Annamalai
    SSRN Electronic Journal, Elsevier, ID 4168016 2022
    Citations: 57

  • Analysis and Modelling of Annamalai Computing Geometric Series and Summability
    C Annamalai
    Mathematical Journal of Interdisciplinary Sciences 6 (1), 11-15 2017
    Citations: 55

  • Novel Computation of Algorithmic Geometric Series and Summability
    C Annamalai
    Journal of Algorithms and Computation 50 (1), 151-153 2018
    Citations: 54

  • A novel computational technique for the geometric progression of powers of two
    C Annamalai
    OSF 2009
    Citations: 53

  • Computation of Series of Series using Annamalai’s Computing Model
    C Annamalai
    OCTOGON MATHEMATICAL MAGAZINE 27 (1), 1-3 2019
    Citations: 49

  • A novel approach to acm-geometric progression
    C Annamalai
    Journal of Basic and Applied Research International 2 (1), 39-40 2015
    Citations: 48

  • Extension of acm for Computing the Geometric Progression
    C Annamalai
    Journal of Advances in Mathematics and Computer Science 31 (5), 1-3 2019
    Citations: 45

  • Computational Modelling for the Formation of Geometric Series using Annamalai Computing Method. Jānābha. Vol. 47 (2)
    C Annamalai
    Jānābha - Vijāna Parishad of India, 47 (2), 327-330 2017
    Citations: 42

  • Computation Method for Combinatorial Geometric Series and its Applications
    C Annamalai
    SSRN Electronic Journal, Elsevier, ID 4191158 2022
    Citations: 39

  • Computing for development of a new summability on multiple geometric series
    C Annamalai
    International Journal of Mathematics, Game Theory and Algebra 27 (4), 511-513 2018
    Citations: 38

  • Sum of the Summations of Binomial Expansions with Geometric Series
    C Annamalai
    Cambridge Open Engage, Cambridge University Press 2022
    Citations: 37

  • A Binomial Expansion Equal to Multiple of 2 with Non-Negative Exponents
    C Annamalai
    SSRN Electronic Journal, Elsevier, ID 4116671 2022
    Citations: 35

  • Novel Binomial Series and its Summations
    C Annamalai
    SSRN Electronic Journal, Elsevier, ID 4078523 2022
    Citations: 35