Convolution Kernel Function and Its Invariance Properties of Bone Fractal Operators
- Resource Type
- article
- Authors
- Zhimo Jian; Gang Peng; Chaoqian Luo; Tianyi Zhou; Yajun Yin
- Source
- Fractal and Fractional, Vol 8, Iss 3, p 151 (2024)
- Subject
- physical fractal space
fractal operators
convolutional kernel function
special function
Thermodynamics
QC310.15-319
Mathematics
QA1-939
Analysis
QA299.6-433
- Language
- English
- ISSN
- 2504-3110
This article studies the error function and its invariance properties in the convolutional kernel function of bone fractal operators. Specifically, the following contents are included: (1) demonstrating the correlation between the convolution kernel function and error function of bone fractal operators; (2) focusing on the main part of bone fractal operators: p+α2-type differential operator, discussing the convolutional kernel function image; (3) exploring the fractional-order correlation between the error function and other special functions from the perspective of fractal operators.