T. M. C. Priyanka - Publications, H-index & Citations

T. M. C. Priyanka

mathematics

9H指数

37论文数

374被引数

收录论文 9

发表时间

Correction to: Multifractal analysis on the attractors of perturbed iterated function systems 修正：对扰动迭代函数系统吸引子的多重分形分析

The European Physical Journal Special Topics

IF0

2026-03-31

PREAI

T. M. C. Priyanka; Rui Liu

Multifractality in chaos and bursting oscillations in 4D heterogeneous Hopfield neural network with a memristor-based adaptive activation function 混沌中的多重分形以及在带有基于忆阻器的自适应激活函数的4D异质Hopfield神经网络中的爆发振荡

Neurocomputing

IF6.5

2025-10-10

PREAI

T.M.C. Priyanka; A. Gowrisankar

Multi-scroll dynamics and coexisting attractors in electromagnetic-induced Hopfield networks 多涡卷动力学及电磁诱导霍普菲尔德网络中的共存吸引子

european physical journal c

IF2.9

2025-05-06

PREAI

Priyanka, T. M. C.; Vignesh, D.; Gowrisankar, A.; Ma, Jun

Fractional derivative of Hermite fractal splines on the fractional-order delayed neural networks synchronization 分数阶时滞神经网络同步上Hermite分形样条的分数阶导数

COMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION

IF3.8

2025-01-01

PREAI

Mohanrasu, S. S.; Priyanka, T. M. C.; Gowrisankar, A.; Kashkynbayev, Ardak; Udhayakumar, K.; Rakkiyappan, R.

Chaotic synchronization and fractal interpolation-based image encryption: exploring event-triggered impulsive control in variable-order fractional lur'e systems 基于混沌同步和分形插值的图像加密: 探索可变阶分数阶lur'e系统中的事件触发脉冲控制

MULTIMEDIA TOOLS AND APPLICATIONS

IF3

2024-01-05

PREAI

Priyanka, T. M. C.; Udhayakumar, K.; Mohanrasu, S. S.; Gowrisankar, A.; Rakkiyappan, R.

α -FRACTAL FUNCTION WITH VARIABLE PARAMETERS: AN EXPLICIT REPRESENTATION 具有可变参数的 α-分形函数: 显式表示

FRACTALS-COMPLEX GEOMETRY PATTERNS AND SCALING IN NATURE AND SOCIETY

IF2.9

2024-01-04

OAAI

Priyanka, T. M. C.; Serpa, C.; Gowrisankar, A.

ON THE CLASSICAL INTEGRAL OF FRACTAL FUNCTIONS

FRACTALS-COMPLEX GEOMETRY PATTERNS AND SCALING IN NATURE AND SOCIETY

IF2.9

2023-06-21

PREAI

Priyanka, T. M. C.; Serpa, C.; Gowrisankar, A.

CONSTRUCTION OF NEW AFFINE AND NON-AFFINE FRACTAL INTERPOLATION FUNCTIONS THROUGH THE WEYL-MARCHAUD DERIVATIVE

FRACTALS-COMPLEX GEOMETRY PATTERNS AND SCALING IN NATURE AND SOCIETY

IF2.9

2023-06-13

PREAI

Priyanka, T. M. C.; Gowrisankar, A.

ANALYSIS ON WEYL-MARCHAUD FRACTIONAL DERIVATIVE FOR TYPES OF FRACTAL INTERPOLATION FUNCTION WITH FRACTAL DIMENSION 具有分形维数的分形插值函数类型的weyl-marchaud分数阶导数分析

FRACTALS-COMPLEX GEOMETRY PATTERNS AND SCALING IN NATURE AND SOCIETY

IF2.9

2021-10-13

PREAI

Priyanka, T. M. C.; Gowrisankar, A.

研究方向