Author

T. M. C. Priyanka

Observed names: T M C Priyanka, T. M. C. PRIYANKA, T.M.C. Priyanka, TMC Priyanka

Institution: Guizhou University

Observed institutions: Guizhou University, Vellore Institute of Technology University

ORCID: 0000-0002-7473-9524

Observed ORCID: 0000-0002-7473-9524

OpenAlex ID: A5071579484

Omicron: a mysterious variant of concern

2022 · A. Gowrisankar, T. M. C. Priyanka, et al. · The European Physical Journal Plus · 108

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Event-Triggered Impulsive Controller Design for Synchronization of Delayed Chaotic Neural Networks and Its Fractal Reconstruction: An Application to Image Encryption

2022 · S S Mohanrasu, K Udhayakumar, et al. · Applied Mathematical Modelling · 74

Analysis on Weyl–marchaud Fractional Derivative for Types of Fractal Interpolation Function With Fractal Dimension

2021 · T. M. C. PRIYANKA, A. GOWRISANKAR · Fractals · 36

Riemann–Liouville fractional integral of non-affine fractal interpolation function and its fractional operator

2021 · T. M. C. Priyanka, A. Gowrisankar · The European Physical Journal Special Topics · 35

Greenhouse gas emissions: A rapid submerge of the world

2022 · A. Gowrisankar, T. M. C. Priyanka, et al. · Chaos An Interdisciplinary Journal of Nonlinear Science · 26

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Construction of New Fractal Interpolation Functions Through Integration Method

2022 · A. Agathiyan, A. Gowrisankar, et al. · Results in Mathematics · 26

Chaotic synchronization and fractal interpolation-based image encryption: exploring event-triggered impulsive control in variable-order fractional lur’e systems

2024 · T. M. C. Priyanka, K. Udhayakumar, et al. · Multimedia Tools and Applications · 16

Weyl–Marchaud fractional derivative of a vector valued fractal interpolation function with function contractivity factors

2022 · T. M. C. Priyanka, A. Agathiyan, et al. · The Journal of Analysis · 14

Multifractality in chaos and bursting oscillations in 4D heterogeneous Hopfield neural network with a memristor-based adaptive activation function

2025 · T.M.C. Priyanka, A. Gowrisankar · Neurocomputing · 13

Fractional derivative of Hermite fractal splines on the fractional-order delayed neural networks synchronization

2024 · S.S. Mohanrasu, T.M.C. Priyanka, et al. · Communications in Nonlinear Science and Numerical Simulation · 13

Multi-scroll dynamics and coexisting attractors in electromagnetic-induced Hopfield networks

2025 · T. M. C. Priyanka, D. Vignesh, et al. · The European Physical Journal Plus · 11

Multifractal analysis of fractal interpolation functions

2024 · T M C Priyanka, A Gowrisankar · Physica Scripta · 8

Mpox outbreak: Time series analysis with multifractal and deep learning network

2024 · T. M. C. Priyanka, A. Gowrisankar, et al. · Chaos An Interdisciplinary Journal of Nonlinear Science · 7

Fractal functions associated with Reich contractions: an approximation of chaotic attractors

2023 · T. M. C. Priyanka, A. Gowrisankar, et al. · Numerical Algorithms · 7

Fractal perspective on dynamics of dark matter and dark energy interactions

2024 · T.M.C. Priyanka, A. Gowrisankar, et al. · Nonlinear Analysis Modelling and Control · 3

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Construction of New Affine and Non-affine Fractal Interpolation Functions Through the Weyl–marchaud Derivative

2023 · T. M. C. PRIYANKA, A. GOWRISANKAR · Fractals · 3

On the Classical Integral of Fractal Functions

2023 · T. M. C. PRIYANKA, C. SERPA, et al. · Fractals · 3

Fractal Calculus

2022 · Alireza Khalili Golmankhaneh, Kern Welch, et al. · CRC Press eBooks · 3

Fixed time synchronization of delayed fractional memristive Hopfield neural networks and its fractal dimension analysis

2026 · T.M.C. Priyanka, A. Gowrisankar, et al. · Neural Networks · 2

Review on Fractal Interpolation Functions

2025 · T. M. C. PRIYANKA, A. GOWRISANKAR · Fractals · 2

Dimension analysis for Caputo-fractional derivative of spline fractal interpolation function

2024 · T.M.C. Priyanka, A. Gowrisankar, et al. · International Journal of Computer Mathematics · 2

Caputo fractional derivative of $$\alpha $$-fractal spline

2024 · T. M. C. Priyanka, A. Gowrisankar, et al. · Numerical Algorithms · 2

α-FRACTAL FUNCTION WITH VARIABLE PARAMETERS: AN EXPLICIT REPRESENTATION

2023 · T. M. C. PRIYANKA, C. SERPA, et al. · Fractals · 2

Fractional Calculus for Multivariate Vector-Valued Function and Fractal Function

2022 · C. Kavitha, T. M. C. Priyanka, et al. · Studies in Infrastructure and Control · 2

Multifractal analysis on the attractors of perturbed iterated function systems

2025 · T. M. C. Priyanka, Rui Liu · The European Physical Journal Special Topics · 1

Works count: 43

Citation count: 423

H-index: 11

I10-index: 11